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RI.6.7Common CoreELAReading Informational TextGrade 6

RI.6.7: Integrating Information from Words, Charts and Tables

In plain English: RI.6.7 is the Common Core grade 6 ELA standard that asks students to integrate information presented in different media or formats, such as graphs, tables and diagrams, with information presented in words. Students combine what each format shows to build one clear, accurate understanding of a topic or issue. It builds on RI.4.7 and RI.5.7.

Integrate information presented in different media or formats (e.g., visually, quantitatively) as well as in words to develop a coherent understanding of a topic or issue.

Common Core State Standards for English Language Arts & Literacy · Domain: Reading Standards for Informational Text · Cluster: Integration of Knowledge and Ideas · Official standard

01

Lesson Plan

55-65 min

Overview

Students learn to integrate information, which means combining facts from different places into one clear picture. RI.6.7 names the kinds of places: information presented visually (in pictures, diagrams and graphs), quantitatively (in numbers, such as tables and measurements) and in words. A format is the form information takes: a paragraph, a table, a bar graph, a line graph or a labeled diagram. The goal is a coherent understanding of a topic: an explanation whose parts fit together and agree with every source.

The topic is how maple syrup is made. The words come from a 1912 booklet by the Vermont Maple Sugar Makers' Association and from an article and a student report written for this page. The graphs, diagrams and tables are original and drawn to scale (equal amounts take up equal space); the sugar camp and family data in them are invented and labeled that way. The teacher models with the booklet's description of the sap season (Passage 1), a graph of ten days of weather and sap (Diagram 1) and the same data as a table (Table 1). Pairs combine an article about how much sap makes syrup (Passage 2) with a table (Table 2). Students work alone on the booklet's description of boiling (Passage 3) and a diagram of its temperatures (Diagram 2) for the quiz. The homework pairs a student's report (Passage 4) with a table of her family's season (Table 3). All passages and tables are printed in the lesson plan.

Learning Objectives

By the end of this lesson, students will be able to:

  • Read information presented visually and quantitatively, in graphs, diagrams and tables, including scales, labels and units
  • Explain what a graph, diagram or table adds to a written text on the same topic, and what the words add that the visual cannot show
  • Combine facts from words, numbers and visuals to answer a question that no single source answers alone
  • Write a short explanation of a topic that uses information from at least three formats and names the source of each fact

Prior Knowledge Required

Students should already be comfortable with:

  • Interpreting information presented visually or quantitatively, such as charts, graphs and diagrams RI.4.7
  • Drawing on information from several print or digital sources to answer a question RI.5.7
  • Reading bar graphs and line graphs with labeled axes and equal steps on the scale
  • Dividing whole numbers and knowing that a percent means a number of parts out of 100

Lesson Procedure

55-65 minutes of class time across 5 phases.

  1. Warm-Up5-10 minutes

    Warm-Up Prompt

    "A weather app says, 'Rain likely this afternoon,' and next to the words it shows a chart of the chance of rain for every hour. What can you learn from the chart that the words do not tell you? What do the words tell you faster?"

    Take several answers. Students usually notice that the chart tells when the rain is most likely and how likely, while the words give the main message at a glance. Name what they just did: they integrated two formats, words and a chart, to get a fuller answer than either one gives. Tell students that RI.6.7 asks them to do this with texts, graphs, tables and diagrams about one topic, and to put the pieces together into one explanation that fits all of them.

  2. Direct Instruction15 minutes

    Teach the terms and leave them on the board:

    • Format: the form information takes, such as a paragraph, a table, a graph or a diagram. The standard also says media, the ways information is delivered, such as print, video or a website.
    • Visual information is shown in pictures, diagrams and graphs. Quantitative information is given in numbers: counts, measurements and amounts.
    • Line graph: points joined by lines, good for showing change over time. Bar graph: bars whose lengths show amounts, good for comparing. Table: numbers in rows and columns, good for exact values.
    • Scale: the numbers along the side of a graph, with equal steps. Drawn to scale means equal amounts always take up equal space.
    • Integrate: combine information from different formats into one explanation. Coherent: fitting together, with no part that contradicts another.

    Introduce the topic. Maple syrup is made from the sap of sugar maple trees, a watery liquid that flows inside the tree. In early spring, sugar makers drill small holes in the trees, called tapping, and collect the sap that drips out. Then they boil it until most of the water is gone. Passage 1 comes from a booklet written in 1912 by Vermont sugar makers. Words to know: sugar camp (the place in the woods where sap is gathered and boiled), teams (horses or oxen that pull a sled), break roads (pack down a path through the snow), bit (the part of a drill that makes the hole), diameter (the width of a circle), spout (a short tube that carries the sap into the bucket), grove (a group of trees), apparatus (equipment), evaporator (a large pan for boiling sap), compartment (one section of the pan) and dense (thick). Read Passage 1 aloud. Then show Diagram 1 and Table 1: the same invented data about one sugar camp, shown in two formats.

    Along in March of each year, the farmer begins to watch the weather for signs of spring and conditions favorable to a flow of sap. It can only be obtained for a period of a few weeks in the spring, and on certain days when the weather conditions are favorable. Snow usually lays on the ground when the sugarmaker begins his operations in the sugar camp. The first step is to break roads in the soft and thawing snow, so that the teams can get about and gather the sap. This breaking roads is often no light task as the snow oftentimes has icy crusts beneath the surface. After the oxen or horses have been over the road several times and they have become somewhat passable, the buckets are distributed one or two to a tree and the sugar maker goes about his grove tapping them by boring a hole with a bit three-eighths to one-half inch in diameter and two or three feet from the ground as the snow will permit; in this hole he drives a spout that conveys the sap to the bucket, and on which the bucket usually hangs.

    When the sugar maker has finished tapping his trees he is ready for a flow of sap. Sometimes it comes at once and then again the weather may turn suddenly cold and for a week or ten days there is nothing doing in the sugar camp; meantime he can get his boiling apparatus in readiness and perhaps get a little more wood.

    But spring will come sooner or later and there is bound to be a rush of sap. Then comes the busy time in the camp; the men and boys gather the sap with oxen and horses. This is usually done with a tank holding from 20 to 40 pails on a sled and drawn to the sugar house and stored in tanks from which in turn it flows to the boiling pan or evaporator; the flow from the storage tank being regulated by feeders which keeps the boiling sap in the evaporator constantly at the same level. The sap as it boils passes from one compartment to another becoming more dense and sweeter until it reaches the syruping off pan, where it is drawn off in the form of syrup.

    Vermont Maple Sugar Makers' Association, A History of Vermont's Maple Sugar Industry, "Maple Sweets and How to Get the Pure Goods" (Passage 1: tapping the trees and gathering the sap) (1912). Public domain (published 1912). Source text.
    Table 1: ten days at a sugar camp with 100 taps (invented data)
    DateOvernight low (°F)Afternoon high (°F)Sap collected (gallons)
    Mar 1020280
    Mar 1118300
    Mar 12224160
    Mar 13254590
    Mar 14274380
    Mar 15345015
    Mar 1636525
    Mar 17243850
    Mar 18214485
    Mar 1916270
    • Words and a graph show the same thing

      Passage 1 warns that "the weather may turn suddenly cold and for a week or ten days there is nothing doing in the sugar camp" (paragraph 2). Where does Diagram 1 show this?

      Result: On March 10 and 11, the afternoon highs were 28°F and 30°F, below the red freezing line, and the sap bars are at 0 gallons. The words tell us that cold weather stops the sap; the graph shows exactly how cold and how complete the stop was. Together they say: when the temperature stays below freezing all day, no sap runs.

    • The graph adds what the words leave out

      Passage 1 says sap can be had only "on certain days when the weather conditions are favorable" (paragraph 1), but it never says what those conditions are. What do Diagram 1 and Table 1 add for March 12-14?

      Result: On March 12, 13 and 14, the overnight lows were 22°F, 25°F and 27°F, below freezing, and the afternoon highs were 41°F, 45°F and 43°F, above freezing. The camp collected 60, 90 and 80 gallons. So the "favorable" days in this data were days after a freezing night that warmed above freezing. The words give the idea; the numbers make it exact. (Scientists explain the pattern this way: a freezing night draws water up into the tree, and a warm day builds pressure inside the trunk that pushes sap out of the tap hole.)

    • Numbers give the words a size

      Passage 1 says that when spring comes, "there is bound to be a rush of sap" (paragraph 3). How big is a rush? Use Table 1.

      Result: The words say only "a rush." The table puts a number on it: on the best day, 100 taps gave 90 gallons, almost a gallon from each tap in one day. The words also tell us what a rush meant for the people: "Then comes the busy time in the camp." A coherent summary uses both: "A rush of sap can bring in close to a gallon per tap in a single day, and everyone has to work to gather and boil it."

    • Choosing a format

      Paragraph 3 of Passage 1 describes the path of the sap: gathered with "a tank [...] on a sled," "drawn to the sugar house and stored in tanks," then into "the boiling pan or evaporator," through one "compartment to another," until it reaches "the syruping off pan." What format would make this clearer?

      Result: A flowchart, a diagram of boxes joined by arrows: bucket, tank on the sled, storage tank, evaporator, syruping off pan, syrup. The long sentence asks readers to hold six steps in their heads; the flowchart lets them see the order at once. The words still matter, because they explain details a flowchart leaves out, such as the "feeders" that keep the sap "constantly at the same level."

    Read, match, combine. Model the routine with the examples: (1) read the words and say what they claim or describe; (2) find the part of the graph, diagram or table about the same thing, and read its title, labels, scale and units; (3) combine: write one sentence that uses a fact from each and names both sources. Point out that Diagram 1 and Table 1 hold the same numbers: the graph shows the pattern at a glance, and the table gives exact values. Give students a frame: "Passage ___ says ___. Diagram / Table ___ shows ___. Together they show that ___."

  3. Guided Practice15 minutes

    Read Passage 2 aloud: an informational article written for this page. Its facts about sap and syrup are real; Ellen Hart and her sugarhouse are invented. Words to know: percent (parts out of 100), rule of thumb (a quick way to estimate that is close enough for everyday use) and sugarhouse (the building where sap is boiled). Then pairs study Table 2 and answer the three questions below, writing one "Together they show" sentence for each. Teacher notes:

    Sap from a sugar maple looks like water, and it tastes only a little sweet. That is because sap is mostly water. In a typical tree, only about 2 parts of every 100 parts of sap are sugar. In other words, sap is about 2 percent sugar.

    To turn sap into syrup, a sugar maker boils away most of the water. Finished syrup is about two-thirds sugar, so a lot of water has to go. For sap that is 2 percent sugar, it takes about 43 gallons of sap to make 1 gallon of syrup. Sugar makers often round this to "about 40 to 1."

    Not all sap is the same. Sap from some trees, or on some days, is sweeter than sap from others. Sugar makers use a rule of thumb called the Rule of 86: divide 86 by the percent of sugar in the sap, and the answer is about how many gallons of sap it takes to make 1 gallon of syrup. Table 2 shows the rule for five kinds of sap.

    A tap hole gives about 10 gallons of sap in an average season. Ellen Hart, who runs a small sugarhouse, hangs 250 buckets. "People are surprised," she says, "that one bucket, all season long, gives us only about a quart of syrup."

    That is one reason real maple syrup costs more than pancake syrup made from corn syrup. Every gallon on the store shelf began as dozens of gallons of sap.

    Written for this page, How Much Sap Makes a Gallon of Syrup? (Passage 2: an informational article written for this page; the facts are real, and the sugar maker and her sugarhouse are invented). Original passage written for this page.
    Table 2: the Rule of 86 (gallons of sap = 86 divided by the percent of sugar, rounded)
    Sugar in the sapGallons of sap for 1 gallon of syrup
    1.5 percent57
    2 percent43
    2.5 percent34
    3 percent29
    3.5 percent25
    1. What does the table add? Paragraph 2 gives one case: "For sap that is 2 percent sugar, it takes about 43 gallons." What does Table 2 show that the paragraph does not? Teacher note: the table shows the pattern across five kinds of sap: the sweeter the sap, the fewer gallons it takes, from 57 gallons for 1.5 percent sap down to 25 gallons for 3.5 percent sap. The words give the rule; the table shows what the rule does.
    2. Combine words and numbers. About how much syrup can Ellen Hart make in an average season if her sap is 2 percent sugar? Teacher note: the words give two facts, "250 buckets" and "about 10 gallons of sap" per tap hole in a season, so 250 × 10 = 2,500 gallons of sap. Table 2 gives 43 gallons of sap per gallon of syrup, and 2,500 ÷ 43 is about 58 gallons of syrup. No single source holds this answer.
    3. Check that it fits. Does Ellen's saying, "one bucket, all season long, gives us only about a quart of syrup," agree with the rest of the passage? Teacher note: 58 gallons shared among 250 buckets is about 0.23 gallon per bucket, and 1 gallon is 4 quarts, so that is just under 1 quart. The quotation, the numbers and the table fit together: that is what a coherent understanding looks like.
  4. Independent Practice15 minutes

    Students read Passage 3 on their own, from the same 1912 booklet, and study Diagram 2, which places every temperature in the passage on one thermometer drawn to scale. Then they answer the quiz with Passages 1-3, Tables 1 and 2 and both diagrams in front of them. Words to know: density (how thick and heavy a liquid is for its size), net (not counting the container), graduated (marked with a scale), altitude (height above sea level), air pressure (the push of the air around us, which is lower in high places), arch (the brick or iron firebox under a boiling pan), sugaring off (boiling syrup further until it turns into sugar), scorch (burn slightly) and waxed sugar (the chewy candy that forms when hot syrup is poured on snow).

    The right density can be determined by a thermometer or the skilled operator can tell by the way the syrup "leather aprons" from the edge of the dipper. If the thermometer is used a temperature of 219° F. will give a syrup that will weigh eleven pounds to the gallon net. It must be remembered, however, that the thermometers are graduated at the sea level, and as the altitude increases a lower temperature will give the same result on account of the reduced air pressure. An allowance of 1° for every 500 feet rise has been found to be about right; thus at an altitude of 1,000 feet a boiling temperature of 217°F. will give the 11 pounds syrup.

    [...]

    Nothing has as yet been said about sugaring off, but this is a process by itself and comes after we get the syrup. Anyone who has maple syrup can sugar off, as the saying is, or convert the syrup to sugar by boiling it.

    In the sugar camp the sugaring off is usually done in a deep pan on a separate arch, as the boiling sugar has a tendency to boil over unless constantly watched. The size of the pan depends on the form of product to be made. If the sugar is to be put in tin pails or wood tubs it can be handled in lots of 100 pounds or more; this would require a pan 12 inches high, 2 feet wide and 4 feet long. For shipping long distances or to hot climates the sugar should be cooked down to a density of 240° to 245°F. Great care is necessary however, not to burn or scorch the sugar when cooked to so high a temperature. For ordinary purposes if the sugar is to be used soon after it is made a temperature of 235° to 238° is high enough.

    [...]

    There is another form of sugar, and no sugar party is complete without it, that is sugar on snow or ice. Boil the syrup down a little past 230°, cool it and put on snow with the spoon. When cooled, the waxed sugar eaten with an occasional plain doughnut and now and then a pickle is a pleasure long to be remembered and a banquet fit for a King.

    Vermont Maple Sugar Makers' Association, A History of Vermont's Maple Sugar Industry, "Maple Sweets and How to Get the Pure Goods" (Passage 3: boiling the syrup and sugaring off; two cuts marked [...]) (1912). Public domain (published 1912). Source text.
  5. Closure5-10 minutes

    Exit ticket: (1) Name one thing you learned from a graph or table today that the words did not say. (2) Name one thing the words told you that no graph or table on the page could show.

    Teacher note on the sources and the facts. Passages 1 and 3 come from a 1912 booklet that Vermont sugar makers wrote partly to sell their product, so it praises Vermont maple sugar; the facts in these excerpts match what sugar makers still teach: sap runs in early spring, finished syrup weighs about 11 pounds per gallon, and syrup is finished at a slightly lower temperature on a high hill than at sea level. Its mention of "the men and boys" reflects who did the work on many farms at the time. Passage 2's facts are real (sap averages about 2 percent sugar, and the Rule of 86 is a rule of thumb sugar makers use); its sugar maker is invented. Diagram 1, Table 1, Passage 4 and Table 3 are invented and labeled that way; their numbers were chosen to be realistic, with about 10 gallons of sap per tap in a season. Vermont is still the leading maple syrup state in the United States. Boiling sap and syrup is hot work: any classroom demonstration of sugar on snow should be done by an adult.

    For homework: students read Passage 4, a report by a sixth grader about her family's sugar season, written for this page, and study Table 3. Words to know: sugarbush (a grove of maple trees tapped for sap), runs (periods when sap flows fast), buds (the small swellings on a branch that open into leaves) and off-flavored (tasting wrong).

    My family has a small sugarbush, which is what sugar makers call a grove of maple trees tapped for sap. This spring we hung 200 buckets. Table 3 shows how much sap we gathered each week and how much syrup we made.

    The season started slowly. The first week of March was cold, and on most days the sap barely dripped. Then the weather changed. In the second week, almost every night dropped below freezing and almost every afternoon warmed up into the 40s. We could hardly empty the buckets fast enough, and my dad boiled until midnight three nights in a row.

    After that, the runs got smaller. In the last week, the nights stayed warm and the buds on the maples began to swell. The sap turned cloudy, and the syrup started to taste bitter, so we pulled the taps. Sugar makers call this late, off-flavored sap "buddy."

    Our sap was about 2 percent sugar all season. My dad says we made almost a quart of syrup for every bucket, which is about average.

    Written for this page, Our Sugar Season in Numbers (Passage 4: a student's report written for this page; the family, the sugarbush and all numbers are invented). Original passage written for this page.
    Table 3: one family's sugar season, 200 buckets (invented data)
    WeekDatesSap gathered (gallons)Syrup made (gallons)
    Week 1Mar 1-72205
    Week 2Mar 8-1461014
    Week 3Mar 15-2152012
    Week 4Mar 22-283909
    Week 5Mar 29-Apr 41804
    TotalMar 1-Apr 41,92044

Differentiation Strategies

For Struggling Students

  • Before reading Diagram 1, have students put a finger on one date and read its three values aloud: low, high and sap, then find the same row in Table 1
  • Give a two-column organizer, "The words say" and "The graph or table shows," with the first row filled in
  • Let students circle every number in Passage 3 before they look for it on Diagram 2

For Advanced Students

  • Ask them to add March 20 to Diagram 1 on their copy with a low of 23°F and a high of 42°F, predict the sap and explain the prediction
  • Have them draw the flowchart from the fourth worked example and add one detail from Passage 1 as a note on it
  • Ask them to find a real food label, recipe card or weather report that mixes words and numbers and explain what each format adds

Assessment Guidance

What to Look For

Check that students read graphs and tables correctly (titles, scales, units, the right row or bar), connect each visual to the right part of the text, and write answers that combine facts from at least two formats and name where each fact came from. A strong answer explains what each format adds. A common weak answer uses only one source, such as copying a number from a table without saying what it means, or retelling the passage without using the graph; ask "What does the other source add?" Watch also for misreading a scale, such as treating a graph's gridlines as 1 gallon each when they are 25.

02

Classroom Activities

3 Activities

1

Best Format for the Job

15 minPairs

Each pair gets 8 format cards, written for this activity. Each card describes a piece of information about maple syrup. Pairs choose the best format for it (words, table, bar graph, line graph, labeled diagram, map or flowchart), sketch a quick version and write one reason.

The 8 Cards

  1. The steps from tree to syrup: tap, collect, boil, filter, bottle.
  2. How the temperature changed every hour on one March day.
  3. How much syrup each of five farms made last season.
  4. Where sugar maples grow in North America.
  5. Why sap runs after a freezing night.
  6. How tall a sugar maple grows compared with four other kinds of trees.
  7. The names of the grades of syrup, with the color and taste of each.
  8. A sugar maker's memory of her first season.

Procedure

  • Pairs choose, sketch and give a reason for each card (8 minutes)
  • Two pairs compare and must agree on any card they answered differently (5 minutes)
  • Sample answers for the teacher (other choices can be right with good reasons): 1, flowchart; 2, line graph; 3, bar graph or table; 4, map; 5, words, perhaps with a diagram; 6, bar graph; 7, table; 8, words

Discussion Questions

  • Which cards needed words most, and why can a graph not do their job?
  • Card 3 could be a table or a bar graph. When would you choose each?

Modification

For students who need support, give only cards 1, 2, 3 and 8, one for each of four formats, and sketch card 1 together.

2

Graph It, Then Explain It

15 minGroups of 3-4

Groups turn Table 2 into a bar graph drawn to scale on grid paper, then write two sentences that combine the graph with Passage 2.

Procedure

  • Choose a scale that starts at 0 with equal steps, for example 1 square = 5 gallons, and label both axes with words and units
  • Draw one bar for each of the five kinds of sap in Table 2, and give the graph a title
  • Write two sentences that each use one fact from the graph and one from the words of Passage 2, naming both sources

Discussion Questions

  • Between which two bars is the drop the biggest? What does that mean for a sugar maker whose sap is thin?
  • What would a reader miss who saw only your graph, without Passage 2?

Answer Notes for the Teacher

The drops between bars get smaller as the sap gets sweeter: 14 gallons (57 to 43), then 9, 5 and 4. The biggest drop is between 1.5 and 2 percent, so a small gain in sweetness saves the most boiling when sap is thin. A reader of the graph alone would not know what the bars mean for the work (hours of boiling and firewood) or why sap is mostly water.

3

Words Only, Picture Only

10 minPairs

In each pair, one student gets only paragraph 3 of Passage 3 (the sugaring-off pan and temperatures) and the other gets only Diagram 2. Each writes three facts from their source. Then partners share and write one explanation together.

Procedure

  • Students read their one source and write three facts (3 minutes)
  • Partners share without showing their papers, then compare sources (3 minutes)
  • Together they write two or three sentences that neither could have written alone (4 minutes)

Discussion Questions

  • What did the diagram-only students know that the words-only students did not?
  • What did the words give that the diagram cannot show?

Variation

For a harder version, give the words-only student paragraph 1 of Passage 3 instead, and ask the pair to explain why the diagram shows two different temperatures for finished syrup.

03

Diagrams & Visual Aids

2 diagrams

Diagram 1: Ten Days at a Sugar Camp (invented data)

Ten days at a sugar camp with 100 taps (invented data) daily high overnight low sap collected 10 20 30 40 50 60 32°F freezing °F Temperature (°F) Sap collected (gallons) 0 25 50 75 100 0 0 60 90 80 15 5 50 85 0 Mar 10 Mar 11 Mar 12 Mar 13 Mar 14 Mar 15 Mar 16 Mar 17 Mar 18 Mar 19 Each date shows the low of the night before and the high of that afternoon.
An original graph drawn to scale from the invented data in Table 1. The top panel shows each night's low and each afternoon's high temperature, with the freezing line at 32°F; the bottom panel shows the gallons of sap collected from 100 taps each day. Read it with Passage 1.

Diagram 2: The Temperatures in Passage 3 on One Scale

Diagram 2: the temperatures in Passage 3 on one scale (°F) 210 215 220 225 230 235 240 245 250 212: water boils at sea level (a fact not stated in Passage 3) 217: syrup is done at 1,000 feet 219: syrup is done at sea level ("eleven pounds to the gallon") a little past 230: boil this far for sugar on snow 235 to 238: sugar that will be used soon 240 to 245: sugar for shipping long distances or to hot climates Marks are drawn to scale: every 5 degrees is the same distance on the thermometer.
An original diagram drawn to scale: every temperature named in Passage 3 is marked on one thermometer from 210°F to 250°F, with the booklet's words next to each mark. One mark, the boiling point of water at sea level, is a fact added from outside the passage. Read it with Passage 3.

04

Homework Assignment

~30 min

RI.6.7 Homework: One Family's Sugar Season

Directions: Read Passage 4 and study Table 3 at the end of the lesson plan (in Closure). You will also need Diagram 1. Cite the words by paragraph, for example (Passage 4, paragraph 2), and name the table or diagram each number comes from. You will need grid paper and a ruler for Problem 1. Answer Problems 2-5 in 3-5 sentences each.

Part 1: Read the Table and the Report (Problems 1-2)

  1. Using Table 3, draw a bar graph of the sap gathered each week on grid paper. Start the scale at 0, use equal steps (for example, 1 square = 50 gallons), label both axes with words and units, and give the graph a title.
  2. Passage 4 says "The season started slowly" and that in the second week "We could hardly empty the buckets fast enough" (paragraph 2). Find the numbers in Table 3 that match each statement. Then explain what the words and the numbers together tell you that neither tells alone.

Part 2: Connect the Formats (Problems 3-4)

  1. Passage 4 describes the weather in the second week: "almost every night dropped below freezing and almost every afternoon warmed up into the 40s." Find the one day after March 15 in Diagram 1 with the same kind of weather, and explain what the diagram and the report together show about why the sap ran so well that week.
  2. The writer's dad says they "made almost a quart of syrup for every bucket" (paragraph 4). Use the number of buckets in paragraph 1 and the syrup total in Table 3 to check this claim (1 gallon = 4 quarts). Show your work and explain whether he is right.

Part 3: Build One Understanding (Problems 5-6)

  1. Table 3 shows that the sap dropped in Week 5, but only the words in Passage 4 explain why the family stopped for good. Explain what paragraph 3 adds to the table. Then name one fact that Table 3 gives and the words do not.
  2. Write a paragraph of 6-8 sentences for a younger student explaining how a maple sugar season goes, from the first cold week to the last. Use at least one fact from the words of Passage 4, two numbers from Table 3 and one idea from Passage 1 or Diagram 1, and name where each one comes from.

Rubric

CriterionFull Credit (2 pts)Partial Credit (1 pt)No Credit (0 pts)
Reading the FormatsReads every table value, graph and scale correctly, with unitsOne or two misread values or missing unitsSeveral misreadings
GraphBars drawn to scale from 0 with equal steps, labeled axes, units and a titleGraph mostly correct, but a scale, label or title missingNo graph, or bars not to scale
IntegrationAnswers combine facts from words and numbers and explain what each format addsUses two sources but does not connect themUses only one source
Citations and AccuracyNames the passage, paragraph, table or diagram for each fact; calculations correctSome sources not named, or one errorNo sources named, or several errors

05

Quiz: 20 Questions

Interactive, with answers

Instructions

Questions 1 and 2 are about formats in general. Questions 3-6, 15 and 19 use Passage 1, Table 1 and Diagram 1 (Direct Instruction); questions 5, 7 and 18 also use Passage 2 and Table 2 (Guided Practice). Questions 8-14, 16 and 17 use Passage 3 and Diagram 2 (Independent Practice). Question 20 uses the whole page. Your score updates as you answer, and Reset quiz clears everything.

Multiple choice: pick an option to check it. Short answer: write your answer, then reveal the model answer.

0 of 20 answered · 0 correct

  1. Question 1 of 20 · Multiple Choice

    What does it mean to integrate information from a text and a graph?

  2. Question 2 of 20 · Multiple Choice

    A student wants to show how the temperature changed every day for two weeks in March. Which format fits best?

  3. Question 3 of 20 · Multiple Choice

    In Diagram 1, the camp collected only 15 gallons of sap on March 15 and 5 gallons on March 16, after 80 gallons on March 14. What do the temperatures on the graph show about those two days?

  4. Question 4 of 20 · Multiple Choice

    According to Diagram 1, how many gallons of sap did the camp collect in all over the ten days?

  5. Question 5 of 20 · Multiple Choice

    Passage 2 says that sap which is 2 percent sugar takes about 43 gallons to make 1 gallon of syrup. If the sap collected on March 13 in Diagram 1 was 2 percent sugar, about how much syrup could it make?

  6. Question 6 of 20 · Multiple Choice

    Passage 1 says the sugar maker taps the trees "by boring a hole with a bit three-eighths to one-half inch in diameter and two or three feet from the ground" (paragraph 1). Which visual would present this information most clearly?

  7. Question 7 of 20 · Multiple Choice

    A sugar maker tests her sap and finds it is 3.5 percent sugar. Using Table 2, about how many gallons of sap does she need to make 4 gallons of syrup?

  8. Question 8 of 20 · Multiple Choice

    Passage 3 says syrup is done at "219° F." at sea level. Diagram 2 adds that water boils at 212°F at sea level. How many degrees above the boiling point of water is the syrup finished?

  9. Question 9 of 20 · Multiple Choice

    Passage 3 gives a rule: "An allowance of 1° for every 500 feet rise has been found to be about right." Diagram 2 shows syrup done at 219°F at sea level and 217°F at 1,000 feet. At what temperature should a sugar maker 2,000 feet up stop boiling?

  10. Question 10 of 20 · Multiple Choice

    According to Passage 3 and Diagram 2, which product is cooked to the highest temperature, and why?

  11. Question 11 of 20 · Multiple Choice

    Why is the 217°F mark below the 219°F mark on Diagram 2, when both are labeled as finished syrup?

  12. Question 12 of 20 · Multiple Choice

    Which piece of information does Diagram 2 give that Passage 3 does not?

  13. Question 13 of 20 · Multiple Choice

    Which piece of information does Passage 3 give that Diagram 2 cannot show?

  14. Question 14 of 20 · Multiple Choice

    Passage 3 says the pan for 100 pounds of sugar is "12 inches high, 2 feet wide and 4 feet long." A student draws the pan to scale. Which drawing is correct?

  15. Question 15 of 20 · Short Answer

    In Diagram 1, sap ran on March 17 and 18 but stopped on March 19. Using the temperatures on the graph, explain why.

  16. Question 16 of 20 · Short Answer

    Using Passage 3 and Diagram 2, explain the difference between finished syrup and sugar on snow. Include how each is made and at what temperature.

  17. Question 17 of 20 · Short Answer

    Passage 3 says finished syrup will "weigh eleven pounds to the gallon." Describe a visual you could make to present this fact, and explain what the visual would show more clearly than the words.

  18. Question 18 of 20 · Short Answer

    The camp in Diagram 1 has 100 taps. Passage 2 says a tap hole gives about 10 gallons of sap in an average season. About what fraction of a whole season's sap did the camp collect in these ten days? Show your work and explain what this tells you.

  19. Question 19 of 20 · Short Answer

    Passage 1 and Diagram 1 both describe the sap season. Name one piece of information that only the words give and one that only the diagram gives, and explain why each format is better for its piece.

  20. Question 20 of 20 · Short Answer

    Using at least three sources on this page (passages, tables or diagrams), write 4-5 sentences that explain how sap from a maple tree becomes syrup. Include at least two numbers, and name the source of each fact.

0 of 20 answered · 0 correct

06

Frequently Asked Questions

10 Questions

What does RI.6.7 mean?

It means sixth graders put together information from words and from other formats, such as graphs, tables and diagrams, to understand a topic fully. The standard asks students to "integrate information presented in different media or formats (e.g., visually, quantitatively) as well as in words to develop a coherent understanding of a topic or issue."

What counts as a different medium or format in RI.6.7?

Anything that presents information in a form other than running text. The standard's examples are visual (photographs, diagrams, maps, graphs) and quantitative (tables, measurements, statistics). Video, audio and interactive web pages are other media. A single article often mixes several formats, such as a paragraph beside a chart.

What does "integrate" mean in this standard?

It means combining, not just reading each part. A student who integrates can answer a question that needs two sources at once, such as using a number from a table and a rule from a paragraph, and can explain how the pieces fit together without contradicting each other.

How is RI.6.7 different from RI.4.7 and RI.5.7?

It asks for one connected understanding. RI.4.7 asks students to interpret a chart or diagram and explain how it helps them understand the text it appears in. RI.5.7 asks them to draw on several print or digital sources to find an answer or solve a problem. RI.6.7 asks them to combine words, visuals and numbers into a coherent understanding of a whole topic.

Is RI.6.7 a reading standard or a math standard?

It is a reading standard, but it uses skills from math class. Students read graphs, tables and scales, and sometimes do a quick calculation, such as dividing to combine two numbers. The goal is understanding the topic, not the arithmetic, so keep the numbers friendly.

Why does this lesson use a booklet from 1912?

Because it explains maple sugaring clearly, with many numbers, and it is in the public domain, so it can be printed in full. Its facts about sap and syrup still hold today. Pairing an old text with new graphs also shows students that a visual can add exact information that a writer only describes in words.

What mistakes do students make when they combine words and graphs?

A common one is using only one source: copying a number from a graph without saying what it means, or retelling the text without looking at the graph. Others are misreading the scale (each gridline may stand for 25, not 1), ignoring units such as gallons or degrees, and missing a note that says the data are invented or come from somewhere else.

How does RI.6.7 connect to science and social studies?

Directly. RST.6-8.7 asks students to integrate technical information in words with a version of it in a flowchart, diagram, model, graph or table, and RH.6-8.7 asks them to integrate visual information such as maps and charts with a history text. A student who learns the routine here can use it in lab reports and history readings.

How can parents practice RI.6.7 at home?

Use everyday texts that mix words and numbers: a weather forecast with an hourly chart, a nutrition label on a cereal box, a sports article with a box score, or a recipe. Ask, "What does the chart tell us that the words do not?" and "Can you answer this question using both?"

How is RI.6.7 assessed?

Usually with a short text next to a graph, table, map or diagram. Questions ask what the visual shows, what it adds to the text, or which conclusion is supported by both. A short written answer may ask students to explain a topic using information from two or more formats. Tests vary by state, so check your state's released practice items.