RH.9-10.7Common CoreELALiteracy in History/Social StudiesGrades 9-10
RH.9-10.7: Integrating Data and Charts with Written Sources
In plain English: RH.9-10.7 is the Common Core literacy standard for history that asks students in grades 9-10 to integrate quantitative or technical analysis, such as reading charts and research data, with qualitative analysis of print or digital texts. Students use numbers and an author's words together, showing how each explains, supports or limits the other. It is usually taught in U.S. History or World History.
Integrate quantitative or technical analysis (e.g., charts, research data) with qualitative analysis in print or digital text.
Common Core State Standards for English Language Arts & Literacy · Domain: Reading Standards for Literacy in History/Social Studies 6-12 · Cluster: Integration of Knowledge and Ideas · Official standard
Students integrate quantitative analysis, such as reading a census table or a chart, with qualitative analysis of the words of a primary source. Quantitative analysis asks what exactly a number counts (who, where, when and how) and what changes or comparisons it shows. Qualitative analysis asks what an author claims, describes and emphasizes, and why. Integrating the two means using each to read the other: a text can explain a number, question how it was gathered or show what it means for one person, and a number can support a text, limit it or contradict it. The lesson gives students four moves for any pairing of data and text: read the numbers (what is counted and what it shows), read the words (the claim and the evidence behind it), connect (where each supports, qualifies, questions or illustrates the other) and conclude with a claim that needs both.
The topic is child labor in the United States between 1880 and 1920. Students work with a real census table from the Bureau of the Census report of 1924 and two charts drawn to scale from real figures, alongside two reformers of the period: John Spargo, a socialist writer whose The Bitter Cry of the Children (1906) argues that the census undercounted working children, and Florence Kelley, general secretary of the National Consumers' League and a former chief factory inspector of Illinois, whose Some Ethical Gains Through Legislation (1905) uses a census table to compare the child labor laws of Pennsylvania and New York. The quiz uses Kelley's table and argument; the homework uses her next paragraphs and Spargo's figures for other industries.
Learning Objectives
By the end of this lesson, students will be able to:
Read a census table and a chart drawn from it: state what is counted, for which ages and years, and describe a change with numbers
Explain how a written source supports, qualifies, questions or illustrates a number, quoting the text and citing the table or chart
Check a figure quoted in a text against a data table and explain any difference
Write a claim about child labor, 1880-1920, that uses at least one number and one quotation and explains how they fit together
Prior Knowledge Required
Students should already be comfortable with:
Integrating information from charts, graphs and maps with other information in print texts RH.6-8.7
Citing evidence from a primary source with attention to the date and origin of the information RH.9-10.1
Computing a difference, a percent and a ratio from two numbers, and reading a bar chart's scale
Basic background: in 1900 there was no federal child labor law; each state set its own minimum working age, hours and school rules, and enforcement varied widely
Read the prompt aloud and give students three minutes to write. The two sources in the prompt are invented for this warm-up.
Warm-Up Prompt
"A rail yard's annual report says: 'Injuries fell from 40 last year to 12 this year.' A worker writes in a letter the same year: 'Half the men hurt this year never reported it, for fear of losing their place.' What does the number tell you? What does the letter tell you that the number cannot? After reading the letter, what would you say about the report's 12?"
Collect answers. Students usually see that the report gives a size and a direction (fewer injuries) and the letter gives a reason to doubt how the number was gathered. Neither source alone answers the question "Did the yard get safer?" Name the skill: RH.9-10.7 asks students to integrate quantitative analysis (reading numbers, tables and charts) with qualitative analysis (reading an author's words), so that each source changes how the other is read.
Direct Instruction20 minutes
Part 1: Read the numbers. Show Table 1 and Diagram 1. Model the questions to ask of any table: What is counted? (children 10 to 15 whom census takers recorded with an occupation, including work on the family farm.) Where and when? (the whole United States, in four census years.) What is left out? (children under 10, and the year 1890, for which the report gives no figures for this age group.) Then model one change: from 1880 to 1900 the number rose from 1,118,356 to 1,750,178, and the share of all children 10 to 15 rose from 16.8 to 18.2 percent.
Table 1. Children 10 to 15 years of age in the United States engaged in gainful occupations, 1880-1920 (U.S. Bureau of the Census, Children in Gainful Occupations at the Fourteenth Census of the United States, 1924, page 12). The report gives no 1890 row for this age group. Percents are of all children 10 to 15.
Census year
All children 10-15
Gainfully occupied
Percent
In agriculture
Percent
In nonagricultural pursuits
Percent
1880
6,649,483
1,118,356
16.8
721,852
10.9
396,504
6.0
1900
9,613,252
1,750,178
18.2
1,063,965
11.1
686,213
7.1
1910
10,828,365
1,990,225
18.4
1,432,428
13.2
557,797
5.2
1920
12,502,582
1,060,858
8.5
647,309
5.2
413,549
3.3
Part 2: Read the words and connect. Read T1 and T2 aloud. Spargo wrote in 1906, so he knew the 1900 census but not the later ones. A certificate here is the paper that stated a child's age for an employer; a notary is an official who witnesses sworn statements; perjury is lying under oath. Students mark each number in one color and each claim about the numbers in another. Work the three examples.
1According to the census of 1900 there were, in the United States in that year, 1,752,187 children under sixteen years of age employed in gainful occupations. Of itself that is a terrible sum, but all authorities are agreed that it does not fully represent the magnitude of the child-labor problem. It is well known that many thousands of children are working under the protection of certificates in which they are falsely represented as being of the legal age for employment. When a child of twelve gets a certificate declaring its age to be fifteen, it needs only to work a year, to be in reality thirteen years old, in order to be classed as an adult over sixteen years of age. Such certificates have been, and in many cases still are, ridiculously easy to obtain, it being only necessary for one of the parents or guardians of a child to swear before a notary that the child has reached the minimum age required by law. The result has been the promotion of child slavery and illiteracy through the wholesale perjury of parents and guardians. I have known scores of instances in which children ten or eleven years old were employed through the possession of certificates stating that they were thirteen or fourteen. I remember asking one little lad his age, in Pittston, Pennsylvania, during the anthracite coal strike of 1902. He certainly did not look more than ten years old, but he answered boldly, “I’m thirteen, sir.” When I asked him how long he had been at work, he replied, “More’n a year gone, sir.” Afterward I met his father at one of the strikers’ meetings, and he told me that the lad was only a few days over eleven years of age, and that he went to work as a “breaker boy” before he was ten. “We’m a big fam’ly,” he said in excuse. “There’s six kids an’ th’ missis an’ me. Wi’ me pay so small, I was glad to give a quarter to have the papers (certificate) filled out so’s he could bring in a trifle like other boys.” Afterward I came across several similar cases.
John Spargo, The Bitter Cry of the Children, chapter III, The Working Child, section III: the census count of 1900 and false age certificates (one paragraph, complete) (1906). Public domain (published 1906). Source text.
1That is only one of many reasons for supposing that the census figures do not adequately represent the extent to which child labor prevails. Another is the tremendous number of children of school age, and below the age at which they may be legally employed, who do not attend school. In New York State, for instance, there were more than 76,000 children between the ages of ten and fourteen years who were out of school during the whole of the twelve months covered by the census of 1900, and nearly 16,000 more in the same age period who attended school less than five months in the year. Careful investigation in Philadelphia showed that in one year, “after deducting those physically unable to attend school, 16,100 children, between the ages of eight and thirteen,” were out of school, and a similar condition is reported to exist throughout the whole of Pennsylvania. The Child Labor Committee of Pennsylvania gives a list of nearly one hundred different kinds of work at which children between the ages of eight and thirteen were found to be employed in Philadelphia alone. In practically every industrial centre this margin of children of school age and below the legal age for employment, who do not attend school, exists. It is impossible for any one who is at all conversant with the facts to resist the conclusion that, after making all possible allowances for other causes, by far the larger part of these absentees are at work. Thousands find employment in factories and stores; others find employment in some of the many street trades, selling newspapers, peddling, running errands for small storekeepers, and the like. Many others are not “employed” in the strict sense of the word at all, because they work in their homes, assisting their parents. Their condition is generally much worse than that of the children regularly employed in factories and workshops. In excluding them the census figures omit a very large class of child workers who are the victims of the worst conditions of all. I am convinced that the number of children under fifteen years of age who work is much larger than the official figures give, notwithstanding that these are supposed to give the number of all workers under sixteen years of age. It would, I think, be quite within the mark to say that the number of child workers under fifteen is at least 2,250,000.
John Spargo, The Bitter Cry of the Children, chapter III, section III: why the census figures are too low (the next paragraph, complete) (1906). Public domain (published 1906). Source text.
Checking a number in the text against the table (T1, Table 1)
T1: "According to the census of 1900 there were, in the United States in that year, 1,752,187 children under sixteen years of age employed in gainful occupations." Table 1, 1900: 1,750,178 children 10 to 15 gainfully occupied.
Result: The two figures differ by 1,752,187 - 1,750,178 = 2,009, about 0.1 percent, so Spargo is quoting the same census count, perhaps from a different table of it. Integrating the two sources also shows what "under sixteen" hides: the table counts only children aged 10 to 15. The boy in T1 went to work "before he was ten," so a child like him would not appear in Table 1 at all until his tenth birthday. The number checks out, and the text shows a group the number does not cover.
What the text says the numbers miss (T1, T2 paragraph 1)
T1: a child of twelve with a certificate saying fifteen is soon "classed as an adult over sixteen years of age." T2: "more than 76,000 children between the ages of ten and fourteen" in New York were out of school all year, and Spargo concludes "by far the larger part of these absentees are at work." He ends: "the number of child workers under fifteen is at least 2,250,000."
Result: Spargo gives two reasons the census count is too low: false certificates move children into the adult columns, and many children out of school are working but are not counted as employed. His estimate is 2,250,000 - 1,752,187 = 497,813 more than the census figure, about 28 percent higher (2,250,000 / 1,752,187 is about 1.28). The integration cuts both ways: the census gives a counted minimum, and Spargo's reasons explain why the true number could be larger, but his 2,250,000 is his own judgment ("It would, I think, be quite within the mark"), not a count. Diagram 1 shows it as a dashed line for that reason.
Reading a trend with each source's date in mind (Table 1, Diagram 1)
Table 1: 1,750,178 children (18.2 percent) in 1900; 1,990,225 (18.4 percent) in 1910; 1,060,858 (8.5 percent) in 1920. The census report of 1924 explains that the census date moved from April 15 in 1910 to January 1 in 1920, when much less farm work is done, and that this change affected the count of child farm laborers.
Result: The count rose again by 1910 and then fell by almost half, to 1,060,858, by 1920. The report's own words qualify its numbers: part of the drop in farm work may come from counting in midwinter. The nonagricultural count, which depends much less on the season, still fell from 686,213 in 1900 to 413,549 in 1920, a drop of 272,664, or 39.7 percent. Spargo's 1906 text can speak only to the years before he wrote; the 1920 decline needs the later data, read with the report's caution.
Guided Practice15 minutes
Read T3 and T4. The Great White Plague is tuberculosis, which Spargo also calls consumption. A breaker is the building where coal is broken and sorted; breaker boys picked slate and rock out of the moving coal by hand. The National Child Labor Committee was a private reform group founded in 1904. Pairs answer two questions before the class works the examples: What does Spargo say numbers cannot do? Which numbers does he use anyway, and where does each come from?
1From the point of view of the sociologist an accurate statistical measure of the child-labor problem would be a most valuable gain, but to most people such figures mean very little. If they could only see the human units represented by the figures, it would be different. If they could only see in one vast, suffering throng as many children as there are men, women, and children in the state of New Jersey, they would be able to appreciate some of the meaning of the census figures. Even so, they would have only a vivid sense of the magnitude of such a number as 1,752,000; they would still have no idea of the awful physical, mental, and moral wreckage hidden in the lifeless and dumb figures. If it were only possible to take the consumptive cough of one child textile worker with lint-clogged lungs, and to multiply its volume by tens of thousands; to gather into one single compass the fevers that burn in thousands of child toilers’ bodies, so that we might visualize the Great White Plague’s relation to child labor, the nation would surely rise as one man and put an end to the destruction of children for profit. If all the people of this great republic could see little Anetta Fachini, four years old, working with her mother making artificial flowers, as I saw her in her squalid tenement home at eleven o’clock at night, I think the impression upon their hearts and minds would be far deeper and more lasting than any that whole pages of figures could make. The frail little thing was winding green paper around wires to make stems for artificial flowers to decorate ladies’ hats. Every few minutes her head would droop and her weary eyelids close, but her little fingers still kept moving—uselessly, helplessly, mechanically moving. Then the mother would shake her gently, saying: “Non dormire, Anetta! Solamente pochi altri—solamente pochi altri.” (“Sleep not, Anetta! Only a few more—only a few more.”) [...]
John Spargo, The Bitter Cry of the Children, chapter III, section III: the figures and Anetta Fachini (the next paragraph; its last sentence is not printed) (1906). Public domain (published 1906). Source text.
1According to the census of 1900, there were 25,000 boys under sixteen years of age employed in and around the mines and quarries of the United States. In the state of Pennsylvania alone,—the state which enslaves more children than any other,—there are thousands of little “breaker boys” employed, many of them not more than nine or ten years old. The law forbids the employment of children under fourteen, and the records of the mines generally show that the law is “obeyed.” Yet in May, 1905, an investigation by the National Child Labor Committee showed that in one small borough of 7000 population, among the boys employed in breakers 35 were nine years old, 40 were ten, 45 were eleven, and 45 were twelve—over 150 boys illegally employed in one section of boy labor in one small town! During the anthracite coal strike of 1902, I attended the Labor Day demonstration at Pittston and witnessed the parade of another at Wilkesbarre. In each case there were hundreds of boys marching, all of them wearing their “working buttons,” testifying to the fact that they were bona fide workers. Scores of them were less than ten years of age, others were eleven or twelve.
2Work in the coal breakers is exceedingly hard and dangerous. Crouched over the chutes, the boys sit hour after hour, picking out the pieces of slate and other refuse from the coal as it rushes past to the washers. From the cramped position they have to assume, most of them become more or less deformed and bent-backed like old men. When a boy has been working for some time and begins to get round-shouldered, his fellows say that “He’s got his boy to carry round wherever he goes.” The coal is hard, and accidents to the hands, such as cut, broken, or crushed fingers, are common among the boys. Sometimes there is a worse accident: a terrified shriek is heard, and a boy is mangled and torn in the machinery, or disappears in the chute to be picked out later smothered and dead. Clouds of dust fill the breakers and are inhaled by the boys, laying the foundations for asthma and miners’ consumption. I once stood in a breaker for half an hour and tried to do the work a twelve-year-old boy was doing day after day, for ten hours at a stretch, for sixty cents a day. The gloom of the breaker appalled me. Outside the sun shone brightly, the air was pellucid, and the birds sang in chorus with the trees and the rivers. Within the breaker there was blackness, clouds of deadly dust enfolded everything, the harsh, grinding roar of the machinery and the ceaseless rushing of coal through the chutes filled the ears. I tried to pick out the pieces of slate from the hurrying stream of coal, often missing them; my hands were bruised and cut in a few minutes; I was covered from head to foot with coal dust, and for many hours afterwards I was expectorating some of the small particles of anthracite I had swallowed.
John Spargo, The Bitter Cry of the Children, chapter III, section VI: the breaker boys (the first two paragraphs) (1906). Public domain (published 1906). Source text.
Research data inside a text: one town's count against the mine records (T4 paragraph 1)
T4: "The law forbids the employment of children under fourteen, and the records of the mines generally show that the law is 'obeyed.'" Then: "in one small borough of 7000 population, among the boys employed in breakers 35 were nine years old, 40 were ten, 45 were eleven, and 45 were twelve."
Result: The four counts add to 35 + 40 + 45 + 45 = 165 boys, all under the legal age of fourteen, so Spargo's "over 150" is, if anything, cautious. The investigation's count contradicts the mine records, and Spargo's quotation marks around "obeyed" tell the reader he does not trust those records. Integration here means asking which number to trust and why.
What the words add that the figures cannot (T3, T4 paragraph 2)
T3: "to most people such figures mean very little"; "the awful physical, mental, and moral wreckage hidden in the lifeless and dumb figures"; Anetta Fachini, "four years old," making flower stems "at eleven o'clock at night." T4 paragraph 2: a twelve-year-old works "for ten hours at a stretch, for sixty cents a day," and Spargo's own hands "were bruised and cut in a few minutes."
Result: The census gives the size of the problem; Spargo's accounts give its conditions: the hours, the pay (60 cents for 10 hours is 6 cents an hour), the injuries and the dust. Anetta is four, younger than any child in Table 1, so her story also shows a kind of child labor the table cannot count. The integration also works the other way: one vivid case cannot show how common such conditions were, and the numbers keep the reader from treating one child's story as everyone's.
Independent Practice15-20 minutes
Students read Table 2, Diagram 2 and T5, Florence Kelley's comparison of Pennsylvania and New York, published in 1905. Manufacture means work in mills and factories. Commerce means trade, such as stores and deliveries; cash children carried money and change between clerks and cashiers in large stores. Students fill a two-column chart, "What the table shows" and "How Kelley explains it," then take the quiz, which uses T5, Table 2 and Diagram 2 with Table 1, Diagram 1 and T1-T4.
Table 2. Kelley's table "Children under 16 years of age engaged in manufacture," states with more than 5,000 such children, from the census of 1900 (Census, 1900, Manufactures, Part II, as cited by Kelley). This table stands between paragraphs 1 and 2 of T5.
State
Children under 16 in manufacture
Pennsylvania
33,135
New York
13,189
Massachusetts
12,556
Illinois
10,419
North Carolina
10,377
South Carolina
8,560
New Jersey
8,042
Georgia
6,373
Maryland
5,884
Wisconsin
5,679
Rhode Island
5,036
1The practical value, to the state and to the children, of effective child labor legislation is well illustrated by a comparison of the employment of children in New York, Pennsylvania and Massachusetts. When rated according to their population and the value of their manufactured products, the two leading states are New York and Pennsylvania, the former excelling in both respects according to the census of 1900. In the number of children under the age of sixteen years engaged in manufacture, these states excel all the others, as appears from the following table of states having more than five thousand such children.
[...]
2In this table, however, it is Pennsylvania which comes first and New York which takes second place, there being 33,135 children under the age of sixteen years engaged in manufacture in Pennsylvania, compared with 13,189 children under that age in the state of New York, a difference of 19,946. This does not include children engaged in commerce and mining;--does not take into account mine boys or breaker boys, office boys, newsboys, bootblacks, peddlers, delivery boys, cash children, or children who work out of school hours while regularly attending school. It is strictly a statement of the children employed in manufacture in both states.
3The astonishing excess of children employed in Pennsylvania is emphasized by the circumstance that New York has not only a larger population but a larger total value of manufactured goods than Pennsylvania. How then is the fact to be explained that Pennsylvania employs in manufacture two and one-half times as many children as New York?
4One explanation may be found in certain differences in the child labor laws in force in the two states for several years preceding 1900. Thus in Pennsylvania children entered upon factory work a year earlier than they had been permitted to do in New York since 1889, the age for beginning work having been, until May, 1905, thirteen years in Pennsylvania and fourteen years in New York.
5In Pennsylvania, a child was not, before 1900, required to be able to read and write before beginning to work in a factory. In New York, since 1893, a child under sixteen years of age must be able to read fluently and write legibly simple sentences in the English language before it can legally enter a factory.
6In New York a minor under the age of sixteen years cannot legally be employed in a factory after nine o’clock at night; in Pennsylvania, boys and girls alike could, until May, 1905, at the age of thirteen years be employed ten hours six nights in the week. Even yet, boys of fourteen years may be employed all night in the glass industry and in certain other branches.
Florence Kelley, Some Ethical Gains Through Legislation, chapter II, on child workers in Pennsylvania and New York (six paragraphs; the table between paragraphs 1 and 2 is printed separately as Table 2, marked [...]) (1905; this edition 1910). Public domain (published 1910). Source text.
Closure5-10 minutes
Exit ticket: On an index card, write one number from Table 1 or Table 2 and one quotation from T1-T5. In one sentence, say whether the quotation supports, qualifies, questions or illustrates the number, and why.
Teacher note on the sources and their language: Both authors were reformers who wanted stronger child labor laws, and Spargo was a socialist; their words are advocacy as well as evidence, which is part of what students weigh. The passages are quoted exactly as printed in 1906 and 1905, with period spellings (centre, reënforced) and loaded words such as "enslaves" and "child slavery." Spargo renders a miner's speech in dialect in T1; treat it as the writer's rendering, not a model of how the family spoke. The excerpts contain no slurs. Table 1 comes from a scanned government report, so its figures were checked against the report's own totals and percents: each gainfully occupied total equals the agricultural plus the nonagricultural count.
Homework passages. T6 is the next part of Kelley's argument, and T7 is Spargo's figures for other industries. Use them with Tables 1 and 2 for the homework problems.
1There was greater difficulty in New York in obtaining the certificates required to be filed with the employer before a child may legally begin to work. In Pennsylvania, the parent was required merely to make oath as to the age of the child before any notary, and, until May, 1905, the affidavit thus made protected the employer against prosecution for violation of the child labor law, while the parent was nominally liable to the charge of perjury if the age of the child was falsely stated.
2In New York, since 1896, the affidavit of the parent is only one of three assurances of the child’s age and qualifications which must be included in the certificate deposited with the manufacturer. The parental oath must be supplemented by the written statement of the teacher that the child has regularly attended a school in which instruction is given in reading, writing, arithmetic, geography and English grammar; and this must be farther strengthened by the statement of the officer of the board of health, who alone can issue the certificate, that he is satisfied that the child is fourteen years of age.
3This provision, in force from 1896 to 1903, has now been supplanted by a more drastic one. In the years 1896-1900, however, the threefold requirement probably contributed to keep down the number of working children in New York compared with the lax issuance of affidavits by notaries in Pennsylvania, with no other check than the fear of a remotely possible prosecution of the parent on the charge of perjury.
4Briefly stated, the differences appear to be these. In Pennsylvania, a child of thirteen years could, until May, 1905, work in a mill at night without breaking the law. In New York, a child may not begin to work under the age of fourteen years; an illiterate child may not work under the age of sixteen years; and a minor under eighteen years may not work after nine o’clock at night in manufacture. Moreover, the factory law is better reënforced by the compulsory education law in New York than in Pennsylvania.
5In New York for several years preceding the census year, 1900, children between the ages of twelve and fourteen years were required to attend school 80 days in the year. The Board of Health of New York City refused to issue certificates to such as had failed to complete the 80 days’ attendance in the year preceding the fourteenth birthday, sending such children back to school to finish the uncompleted term.
6In Pennsylvania, children were, in the same years before 1900, merely required to attend school 70 per cent. of the school term in the district in which they resided.
7The results of these differences in the child labor law and the compulsory education law are reflected in two other tables of the Census of 1900 (printed elsewhere in this chapter) according to which New York had 4,740 illiterate children between the ages of ten and fourteen years, compared with 6,326 such children in Pennsylvania; and New York ranks fourteen in the scale of fifty-two states and territories when measured by the percentage of children between these ages who are able to read and write, while Pennsylvania is number twenty in the same scale.
Florence Kelley, Some Ethical Gains Through Legislation, chapter II, on the two states' certificate and school laws (the seven paragraphs that follow T5) (1905; this edition 1910). Public domain (published 1910). Source text.
1In the wood-working industries, more than 10,000 children were reported to be employed in the census year, almost half of them in saw-mills, where accidents are of almost daily occurrence, and where clouds of fine sawdust fill the lungs of the workers. Of the remaining 50 per cent, it is probable that more than half were working at or near dangerous machines, such as steam planers and lathes. Over 7000 children, mostly girls, were employed in laundries; 2000 in bakeries; 138,000 as servants and waiters in restaurants and hotels; 42,000 boys as messengers; and 20,000 boys and girls in stores. In all these instances there is every reason to suppose that the actual number employed was much larger than the official figures show.
2In the canning and preservation of fish, fruit, and vegetables mere babies are employed during the busy season. In more than one canning factory in New York State, I have seen children of six and seven years of age working at two o’clock in the morning. In Oneida, Mr. William English Walling, formerly a factory inspector of Illinois, found one child four years old, who earned nineteen cents in an afternoon stringing beans, and other children from seven to ten years of age. There are over 500 canning factories in New York State, but the census of 1900 gives the number of children employed under sixteen years of age as 219. This is merely another illustration of the deceptiveness of the statistics which are gathered at so much expense. The agent of the New York Child Labor Committee was told by the foreman of one factory that there were 300 children under fourteen years of age in that one factory! In Syracuse it was a matter of complaint, in the season of 1904, on the part of the children, that “The factories will not take you unless you are eight years old.”
John Spargo, The Bitter Cry of the Children, chapter III, section VII: other industries and the canneries (two paragraphs) (1906). Public domain (published 1906). Source text.
Differentiation Strategies
For Struggling Students
Give a two-column organizer with the numbers already copied from T1, T2 and T4 in the left column, so students spend their effort on the right column: what the words say about each number
Provide a word bank: gainful occupation (work for pay or on the family farm or business), certificate, notary, perjury, breaker, consumption (tuberculosis), manufacture, commerce
Work Table 1 one row at a time, and have students say each row aloud as a sentence ("In 1900, 1,750,178 children aged 10 to 15, or 18.2 percent, had an occupation") before they read T1
For Advanced Students
Compare Spargo's 1906 estimate with the 1910 count in Table 1, and write a paragraph on whether the later census supports his claim that the 1900 figure was too low, naming what the comparison cannot settle
Find one of Lewis Hine's photographs of breaker boys, taken for the National Child Labor Committee in 1911, and integrate it with T4 and Table 1: what does each source show that the others do not?
Find a present-day chart in a news report and a quotation from the same article; explain whether the words support, qualify or question the chart
Assessment Guidance
What to Look For
Strong work names what a number counts (ages, place, year), quotes the words that bear on it, and says exactly how the two fit together: the text explains the number, questions how it was gathered, illustrates it with a case, or is supported or limited by it. It computes a difference, a percent or a ratio when a comparison is made, and it keeps an estimate apart from a count. Watch for three errors: quoting a number and a passage side by side without connecting them; treating a vivid case as proof of how common something was; and comparing figures that count different groups (children 10 to 15 against children under 15, or one town against a nation) without saying so.
02
Classroom Activities
3 Activities
1
Number Meets Words: A Card Match
20 minGroups of 3-4
Each group gets twelve cards: six number cards and six word cards taken from Table 1, T1-T4 and the Direct Instruction examples. The group pairs each number card with the word card that bears on it most directly, then labels the pair with one relationship: the words support, qualify (limit), question or illustrate the number.
The Twelve Cards
Number card N1: 1,750,178 children 10 to 15 gainfully occupied in 1900 (Table 1)
Number card N2: more than 76,000 New York children aged 10 to 14 out of school all year, 1900 (T2)
Number card N3: 25,000 boys under 16 in and around mines and quarries, 1900 (T4)
Number card N4: 35, 40, 45 and 45 boys aged nine to twelve in the breakers of one borough (T4)
Number card N5: 1,752,000, the figure Spargo asks readers to picture (T3)
Number card N6: 1,060,858 children 10 to 15 gainfully occupied in 1920 (Table 1)
Word card W1: "When a child of twelve gets a certificate declaring its age to be fifteen" (T1)
Word card W2: "by far the larger part of these absentees are at work" (T2)
Word card W3: "the records of the mines generally show that the law is 'obeyed'" (T4)
Word card W4: "over 150 boys illegally employed in one section of boy labor in one small town!" (T4)
Word card W5: "the awful physical, mental, and moral wreckage hidden in the lifeless and dumb figures" (T3)
Word card W6: the 1924 report's note that the census date moved from April 15 to January 1, when less farm work is done (Direct Instruction, example 3)
Procedure
Lay out the six number cards in a row and read each aloud with what it counts
Place a word card under each number card and choose the relationship label
For each pair, write one sentence: "The words ___ the number because ___"
Circle the pair where the two sources disagree most, and say which you trust more and why
Teacher Key
N1 with W1: qualify (or question). False certificates move children into the adult count, so 1,750,178 is a minimum.
N2 with W2: the words interpret the number. The 76,000 is a count of children out of school; that most of them were working is Spargo's conclusion, not part of the count.
N3 with W3: question. Spargo puts "obeyed" in quotation marks to doubt the mines' records; if employers and families hid underage boys from the records, they could hide them from census takers too, so 25,000 is likely a minimum.
N4 with W4: support. The four counts add to 165, so "over 150" matches the data, and every one of those boys was under the legal age of fourteen.
N5 with W5: illustrate, and argue about the limits of numbers. Spargo says the figure alone hides the harm.
N6 with W6: qualify. Part of the drop to 1920 may come from counting in midwinter.
The strongest disagreement is N4 against W3: the investigation's count of 165 underage boys in one town contradicts the mine records, which "generally show that the law is 'obeyed.'"
Discussion Questions
Which word card changed your reading of its number the most?
N2 is a number and W2 is a conclusion drawn from it. What else could explain why a child was out of school?
Is any number card free of the need for words to explain it?
Variation for a Shorter Class
Use only N1, N3 and N4 with W1, W3 and W4: one census total, one national count and one local investigation.
2
Annotate the Chart
15 minPairs
Pairs get a printed copy of Diagram 1 and add three annotations, each a short quotation from T1-T4 placed at the point of the chart it explains or qualifies, with an arrow and a one-line note on why it belongs there.
Procedure
Choose three places on the chart: a bar, the gap at 1890, the dashed estimate or the space below the axis (children under 10)
For each, pick the quotation that best explains or qualifies what the chart shows there
Write a one-line note: does the quotation support the chart, qualify it or show what it leaves out?
Trade with another pair and check each annotation against the text
Answer Key for the Teacher
On the 1900 bar: T1 "certificates in which they are falsely represented as being of the legal age" (the bar is a minimum).
On the dashed estimate: T2 "It would, I think, be quite within the mark" (an estimate, not a count).
Below the axis: T1 the boy who went to work "before he was ten" or T3 "Anetta Fachini, four years old" (children the table does not count).
Accept any annotation that quotes accurately and names the relationship.
Discussion Questions
Which annotation would most change a reader's trust in the chart?
Why is the estimate drawn as a dashed line and not as a bar?
Modification for English Learners
Give pairs the three quotations on strips and have them choose where each belongs before writing the note, with the sentence frame "This quotation ___ the chart because ___."
3
One Question, Both Kinds of Evidence
15 minGroups of 3
After the quiz, each group answers one question with a claim that needs both numbers and words: "How widespread was child labor in the United States in 1900, and how far should we trust the census count?" Every reason must pair one number with one quotation.
Procedure
Write a one-sentence claim that answers both parts of the question
Give two reasons; for each, cite one number (Table 1, Table 2 or a text) and one quotation, and explain how they fit together
Name one limit of your evidence, such as an age group or place it does not cover
Read the claim to another group, who must say which reason depends most on the words and which on the numbers
Teacher Key
A strong claim: the census counted about 1.75 million working children aged 10 to 15 in 1900, more than one in six of that age, and the true number was probably higher
Reason 1: Table 1's 18.2 percent with T1's false certificates, which move children into the adult count
Reason 2: T4's count of 165 underage boys in one borough with "the records of the mines generally show that the law is 'obeyed'"
A limit: the table leaves out children under 10, and the local count is from one town; accept any other accurate limit
Discussion Questions
Could your group have answered the question with the table alone? With the texts alone?
Which source would a reader in 1906 who opposed new laws have questioned first?
03
Diagrams & Visual Aids
2 diagrams
Diagram 1: Children 10 to 15 in Gainful Occupations, 1880-1920, with Spargo's Estimate
A stacked bar chart drawn to scale from Table 1 (U.S. Bureau of the Census, 1924): the dark part of each bar is children in agriculture, the light part children in nonagricultural pursuits, and the number above is the total. Years are spaced to scale; the report gives no 1890 figure for ages 10 to 15. The dashed line is not a count: it marks John Spargo's 1906 estimate of at least 2,250,000 working children under fifteen (T2), placed at 1900, the census year he was writing about. It covers a different group from the bars, since it includes children younger than ten.
Diagram 2: Children Under 16 in Manufacture, 1900, by State
A bar chart drawn to scale from Kelley's table (Table 2), which lists the states with more than 5,000 children under sixteen in manufacture in the census of 1900. The two dark bars are the states Kelley compares in T5. The table counts manufacture only, not mining, commerce or street trades.
04
Homework Assignment
~30 min
RH.9-10.7 Homework: Numbers and Arguments in Kelley and Spargo
Directions: Use T6, the next part of Kelley's argument, and T7, Spargo's figures for other industries, both printed in the Closure phase of the lesson plan, with Table 1 and Table 2. Show any computation. Quote the words you use and give the text and paragraph number. Answer Problems 1-5 in 3-5 sentences each; Problem 6 is a paragraph.
Part 1: Kelley's Numbers and Kelley's Reasons (Problems 1-3)
T6 paragraph 7 gives the number of illiterate children aged 10 to 14 in New York and in Pennsylvania. Compute the difference and the ratio (Pennsylvania to New York). Then compare that ratio with the ratio of child manufacturing workers in Table 2. What does Kelley use the illiteracy figures to show, and why might she add the states' ranks as well as the counts?
T6 paragraphs 1-3 describe how each state checked a child's age before work. Connect this with the boy from Pittston, Pennsylvania, in T1. How does the Pittston story change the way you read Pennsylvania's figure in Table 2?
In T6 paragraph 3, Kelley says New York's threefold requirement "probably contributed to keep down the number of working children." Why is "probably" the right word for what Table 2 can show? Using T5, name one difference between the two states that is not a certificate rule and that could also explain part of the gap.
Part 2: Spargo's Figures for Other Industries (Problems 4-6)
In T7 paragraph 2, compare the census figure for children in New York canning with what the foreman told the agent of the New York Child Labor Committee. Compute how many canning factories there were per counted child, using Spargo's "over 500" as 500. What does Spargo conclude, and how strong is the evidence for his conclusion? Name one reason other than false records that a factory count and a yearly census figure could differ.
Make a bar chart, drawn to a stated scale, of the six groups of child workers Spargo lists in T7 paragraph 1 (wood-working, laundries, bakeries, servants and waiters, messengers, stores). Then write two sentences integrating the chart with Spargo's words: which group is largest, and which does he describe as most dangerous?
Write a paragraph of 150-200 words comparing how Kelley (T6) and Spargo (T7) use census numbers in their arguments. Which author ties the numbers more closely to a cause, and which uses them mainly to show that the count is wrong? Use at least two numbers and at least two quotations from T6 and T7, and explain how each number and quotation fit together.
Rubric
Criterion
Full Credit (2 pts)
Partial Credit (1 pt)
No Credit (0 pts)
Reading the Numbers
States what each number counts and computes differences or ratios correctly
Uses numbers with a small error or without saying what they count
No numbers, or numbers misread
Reading the Words
Quotes the claim or detail that bears on the number, with paragraph numbers
Paraphrases without quoting, or numbers are missing
No reference to the text
Integration
Explains how the words support, qualify, question or illustrate the number
Places the number and the words side by side without connecting them
Uses only one kind of evidence
Limits
Names what the evidence cannot show (age group, place, estimate or count)
Mentions a limit without explaining it
No limit named
05
Quiz: 20 Questions
Interactive, with answers
Instructions
The quiz uses T5, Florence Kelley's comparison of Pennsylvania and New York, with Table 2 and Diagram 2, all in the Independent Practice phase of the lesson plan, and asks you to connect them with Table 1, Diagram 1 and T1-T4. Some questions need a calculator. Your score updates as you answer, and Reset quiz clears everything so you or your students can try again.
Multiple choice: pick an option to check it. Short answer: write your answer, then reveal the model answer.
0 of 20 answered · 0 correct
Question 1 of 20 · Multiple Choice
In Table 2, which state ranks third in the number of children under 16 engaged in manufacture?
Answer: C
Massachusetts is third with 12,556, after Pennsylvania (33,135) and New York (13,189); Diagram 2 shows the same order. Choice A is second, not third. Choices B and D are fourth and fifth (10,419 and 10,377); a student who picks one has likely skipped a row of the table.
Question 2 of 20 · Multiple Choice
Kelley writes that "Pennsylvania employs in manufacture two and one-half times as many children as New York" (T5 paragraph 3). Is that accurate according to Table 2?
Answer: A
"Times as many" compares the two counts: 33,135 / 13,189 is about 2.51, so Kelley's figure is accurate. Choice B divides the difference (19,946) by New York's count, which measures how much larger Pennsylvania is, not how many times as large. Choice C inverts the ratio. Choice D divides the difference by Pennsylvania's count.
Question 3 of 20 · Multiple Choice
According to T5 paragraph 2, which child workers does Kelley's table leave out?
Answer: D
Kelley writes that the table "does not include children engaged in commerce and mining;--does not take into account mine boys or breaker boys, office boys, newsboys," and "cash children" (T5 paragraph 2). Choice A names factory work, which is manufacture and so is in the table. Choice B is not in T5. Choice C reverses the table's rule: it lists only the states with more than 5,000 such children.
Question 4 of 20 · Multiple Choice
Why does Kelley point out that New York "has not only a larger population but a larger total value of manufactured goods than Pennsylvania" (T5 paragraph 3)?
Answer: B
A larger population and more manufacturing would lead a reader to expect more child workers in New York, so Pennsylvania's much larger count needs another explanation; Kelley then asks "How then is the fact to be explained" and turns to the laws. Choice A has no support in T5. Choice C is the opposite of her point, since the numbers do not follow population. Choice D contradicts "a larger total value of manufactured goods."
Question 5 of 20 · Multiple Choice
What is the first explanation Kelley gives for the difference between the two states (T5 paragraph 4)?
Answer: A
"Thus in Pennsylvania children entered upon factory work a year earlier than they had been permitted to do in New York": thirteen against fourteen (T5 paragraph 4). Choice B is not an explanation Kelley gives; the glass industry appears only in paragraph 6, on night work. Choice C has no support. Choice D reverses paragraph 5: it was New York that required reading and writing.
Question 6 of 20 · Multiple Choice
Which statement does Table 2 support?
Answer: C
The three southern states add to 10,377 + 8,560 + 6,373 = 25,310, fewer than Pennsylvania's 33,135, so Choice C is right and Choice A is false. Choice B is false: Massachusetts and Illinois add to 22,975, more than New York's 13,189. Choice D misreads the table's scope: it lists only the states with more than 5,000 such children, so states with fewer do not appear at all.
Question 7 of 20 · Multiple Choice
Kelley suggests that New York's rule that a child must read and write before entering a factory (T5 paragraph 5) helped keep New York's number low. Which additional data would best test that suggestion?
Answer: D
The rule dates from 1893, so a before-and-after count in New York is the comparison that could show whether the number fell when the rule began. Choice A adds states that have nothing to do with the rule. Choice B measures industry, not the law. Choice C gives more detail about one state in one year, which cannot show the rule's effect.
Question 8 of 20 · Multiple Choice
According to Table 1, by how much did the number of gainfully occupied children aged 10 to 15 grow from 1880 to 1910?
Answer: B
1,990,225 - 1,118,356 = 871,869. Choice A is the growth from 1880 to 1900 only (1,750,178 - 1,118,356). Choice C is the fall from 1910 to 1920 (1,990,225 - 1,060,858). Choice D compares 1880 with 1920 instead of 1910 (1,118,356 - 1,060,858).
Question 9 of 20 · Multiple Choice
According to Table 1, about what share of the gainfully occupied children aged 10 to 15 in 1920 worked in agriculture?
Answer: A
647,309 / 1,060,858 is about 0.610, or 61 percent. Choice B is the nonagricultural share (413,549 / 1,060,858). Choices C and D are the table's printed percents, which are shares of all children aged 10 to 15, not of the working children: 5.2 percent of all children were in agriculture and 8.5 percent had any occupation.
Question 10 of 20 · Multiple Choice
Diagram 1 shows each bar in two parts. What happened to the two parts between 1910 and 1920?
Answer: D
From Table 1, agriculture fell from 1,432,428 to 647,309, a drop of 785,119, and nonagricultural pursuits fell from 557,797 to 413,549, a drop of 144,248; the dark part of the bar shrinks far more than the light part. Choice A misses the smaller drop in the light part. Choice B ignores the difference in size: 785,119 is more than five times 144,248. Choice C reverses the two parts.
Question 11 of 20 · Multiple Choice
Why does Spargo write that "to most people such figures mean very little" (T3)?
Answer: C
He grants that "an accurate statistical measure" would be "a most valuable gain" for the sociologist, then says a single seen case like Anetta's would make a "far deeper and more lasting" impression "than any that whole pages of figures could make." Choice A is wrong because T3 uses the census figure (1,752,000) as real. Choice B reverses "most valuable gain." Choice D is contradicted by T1, T2 and T4, which are full of numbers.
Question 12 of 20 · Multiple Choice
As a rough comparison, the 25,000 boys under 16 in and around mines and quarries (T4) were about what share of the 1,750,178 gainfully occupied children aged 10 to 15 in 1900 (Table 1)?
Answer: B
25,000 / 1,750,178 is about 0.0143, or 1.4 percent. Choices A and D misplace the decimal point. Choice C divides by the 1900 nonagricultural count (686,213) instead of all gainfully occupied children: 25,000 / 686,213 is about 3.6 percent. The comparison is rough because T4 counts boys under 16 of any age and Table 1 counts children 10 to 15.
Question 13 of 20 · Multiple Choice
T4 paragraph 1 ends with the Labor Day parades of 1902: "hundreds of boys marching, all of them wearing their 'working buttons.'" What kind of evidence is this, compared with the census figure that opens the paragraph?
Answer: A
Spargo "attended the Labor Day demonstration at Pittston and witnessed the parade of another": he saw the boys himself and estimates "hundreds" and "Scores of them were less than ten years of age," without a count. The census figure (25,000) is a count; the parade is observation, which shows ages the census could miss but not how many. Choice B invents a census. Choice C confuses the parade with "the records of the mines." Choice D is the borough investigation earlier in the paragraph, not the parade.
Question 14 of 20 · Multiple Choice
According to T2, about how many New York children aged 10 to 14 in 1900 were either out of school all year or attended school less than five months?
Answer: D
T2 gives "more than 76,000" out of school all year and "nearly 16,000 more" who attended less than five months: 76,000 + 16,000 = 92,000. Choice A subtracts the two figures. Choice B counts only the first group. Choice C also adds Philadelphia's 16,100 children aged eight to thirteen, who are a different group in a different state.
Question 15 of 20 · Short Answer
Explain how Kelley integrates her table (Table 2) with her qualitative explanation in T5. Name the pattern she finds in the numbers and two reasons she gives for it.
Model answer: The table shows the pattern: Pennsylvania had 33,135 children under sixteen in manufacture and New York 13,189, "a difference of 19,946" (paragraph 2), even though New York has "a larger population" and more manufacturing (paragraph 3). Kelley then asks "How then is the fact to be explained" and answers with the laws: children in Pennsylvania "entered upon factory work a year earlier" (paragraph 4), and New York required a child to "read fluently and write legibly" before entering a factory (paragraph 5). The numbers pose the question and the laws answer it. Rubric: full credit for the pattern with both counts and two quoted reasons; partial credit for the pattern and one reason.
Question 16 of 20 · Short Answer
Diagram 2 shows Massachusetts almost level with New York. Kelley names Massachusetts in her first sentence (T5 paragraph 1), but the rest of T5 compares only Pennsylvania and New York. What question does the chart raise that T5 does not answer?
Model answer: Massachusetts had 12,556 children in manufacture, only 633 fewer than New York's 13,189. T5 explains New York's low number by its laws, so a reader wants to know whether Massachusetts, with nearly the same count, is a success like New York or a problem like Pennsylvania. That depends on things T5 does not give for Massachusetts: its population, the value of its manufactures and its laws. The chart raises the question; Kelley's first sentence promises a comparison of three states, but T5 carries it out for two. Rubric: full credit for the difference (633), the question and what data would answer it; partial credit for the question without the numbers.
Question 17 of 20 · Short Answer
Spargo, writing in 1906, argued that the 1900 census figure was too low (T2). Use the 1910 row of Table 1: does the next census support his view of the problem, and what can it not settle?
Model answer: The 1910 count, 1,990,225, is 240,047 more than in 1900, a rise of about 13.7 percent, and the share of children aged 10 to 15 at work rose from 18.2 to 18.4 percent. That supports Spargo's view that child labor was a large and continuing problem. It cannot settle his claim that the census undercounted, because the 1910 figure is another census count made the same way, and it counts ages 10 to 15, not the children "under fifteen" of his estimate of 2,250,000. Rubric: full credit for the 1910 comparison with numbers and one limit; partial credit for the comparison alone.
Question 18 of 20 · Short Answer
T4's count comes from "one small borough of 7000 population." Explain why a reader should not multiply this town's count to estimate the number of underage breaker boys in all of Pennsylvania, and name one kind of evidence that would give a better statewide estimate.
Model answer: A mining borough has far more breaker boys per person than a farming town or a city, and a town may have been chosen for investigation because child labor was suspected there, so its count cannot stand for the whole state. The 165 boys were counted "among the boys employed in breakers" of one place, not sampled from many. A better estimate would come from the same kind of count in many mining towns chosen without regard to their reputation, or from checking the ages on the mines' certificates against school or birth records across the anthracite region. Rubric: full credit for a reason the count cannot be scaled up and a workable source of better evidence; partial credit for one of the two.
Question 19 of 20 · Short Answer
What can Diagram 2 show that T5 does not, and what does T5 tell you that Diagram 2 cannot? Give one example of each.
Model answer: Diagram 2 shows all eleven states at once and to scale, so a reader sees at a glance that Pennsylvania's bar is more than twice as long as any other and that the next four states are close together; T5 discusses only Pennsylvania and New York. T5 gives what no chart of counts can: the reasons Kelley proposes, such as the age at which "children entered upon factory work," and what the numbers leave out: the table "does not include children engaged in commerce and mining." Rubric: full credit for one cited example in each direction; partial credit for one direction.
Question 20 of 20 · Short Answer
Kelley's Table 2 and Table 1 both come from the census of 1900. Using Table 1, compute what share of the gainfully occupied children aged 10 to 15 in 1900 were in nonagricultural pursuits. Explain why Kelley's argument about factory laws in T5 can apply to only part of Table 1.
Model answer: 686,213 / 1,750,178 is about 0.392, so about 39 percent of working children aged 10 to 15 were in nonagricultural pursuits, and about 61 percent were in agriculture. Kelley's laws govern factories: the minimum age for "factory work," the rule that a child read and write "before it can legally enter a factory" and night work "in a factory" (T5 paragraphs 4-6). Children on farms fall outside those laws and outside her table, which counts manufacture only. So her explanation can cover at most the nonagricultural part of the census count, and within it only the children in manufacture. Rubric: full credit for the correct share and the link to the laws with a quotation; partial credit for one of the two.
0 of 20 answered · 0 correct
06
Frequently Asked Questions
10 Questions
What does RH.9-10.7 mean?
RH.9-10.7 asks students in grades 9-10 to integrate quantitative or technical analysis, such as reading charts and research data, with qualitative analysis of print or digital texts. "RH" stands for Reading in History/Social Studies. In practice, students read a table or chart and a written source on the same topic and explain how each changes the way the other should be read.
What counts as quantitative or technical analysis in a history class?
Any close reading of numbers or technical information: a census table, a chart of prices or wages, election returns, casualty figures, a map with data, or a report of a survey or investigation. The analysis asks what exactly is counted, for whom, where and when, and what comparison or change the numbers show. The standard names charts and research data as examples.
How is RH.9-10.7 different from RH.11-12.7?
RH.9-10.7 asks students to integrate quantitative or technical analysis with qualitative analysis of a text. RH.11-12.7 asks students to integrate and also evaluate several sources in different formats and media, such as visual, quantitative and written sources, in order to address a question or solve a problem. The 9-10 question is "how do these numbers and these words fit together?"; the 11-12 question adds "which sources are strongest for answering this question, and why?"
How is RH.9-10.7 different from RST.9-10.7?
RST.9-10.7, for science and technical texts, asks students to translate information between words and visual or mathematical form, for example turning a paragraph of figures into a table. RH.9-10.7 asks students to combine the analysis of numbers with the analysis of a history text: what an author claims and why. Homework Problem 5 on this page uses the translation skill in the service of the integration skill.
What does it mean to integrate data with a text?
It means using each source to read the other, not just putting them side by side. A text can explain a number, question how it was gathered, or illustrate it with one case. A number can support a text, limit it or contradict it. In this lesson, Spargo's account of false age certificates explains why the census count of working children was probably too low.
Are the numbers on this page real?
Yes, except in the warm-up, which is invented and says so. Table 1 is copied from the Census Bureau's 1924 report Children in Gainful Occupations at the Fourteenth Census of the United States, and Table 2 is Florence Kelley's table from the census of 1900, as she printed it in 1905. The two charts are drawn to scale from those tables. The figures inside the passages are the authors' own.
Why use child labor sources for RH.9-10.7?
Because reformers of the period argued with numbers and with stories at the same time, and they argued about the numbers themselves. Spargo quotes the census, doubts it, and says figures alone cannot show the harm; Kelley builds an argument from a census table. Students can check the authors' figures against the census and see where the words change what the numbers mean.
What mistakes do students make with RH.9-10.7?
A common mistake is quoting a number and a passage one after the other without saying how they are connected. Another is comparing figures that count different groups, such as children 10 to 15 and children under 15, or one town and a whole nation. Students also treat an estimate as a count, or one vivid case as proof of how common something was. The sentence frame "The words ___ the number because ___" helps with all three.
How is RH.9-10.7 assessed?
Usually with a chart or table and a short passage, and questions that ask what the data show, which statement the two sources together support, or how a detail in the text changes the meaning of a figure. Written tasks ask for a claim supported by both a number and a quotation. The quiz on this page follows that pattern with Kelley's table and argument.
Which class teaches RH.9-10.7?
RH.9-10.7 is a literacy standard for history and social studies, so it is usually taught in grade 9 or 10 U.S. History or World History, alongside the content of the course. It builds on RH.6-8.7 and prepares students for RH.11-12.7, which adds the evaluation of several sources to answer a question.
07
Related Standards
5 standards
These standards connect to RH.9-10.7: prerequisites to review first, parallel standards at the same level, and next steps that build on it.
Before this lesson
RH.6-8.7Prerequisite
Integrate visual information in charts, graphs or maps with information in texts
Lesson coming soon
Alongside
RST.9-10.7Parallel
Translate technical information between words and visual or mathematical form