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RST.9-10.8Common CoreELALiteracy in Science and Technical SubjectsGrades 9-10

RST.9-10.8: Assessing How Well Evidence and Reasoning Support a Claim or Recommendation

In plain English: RST.9-10.8 is the Common Core ELA standard that asks students in grades 9-10 to judge how far the reasoning and evidence in a science or technical text support the author's claim or a recommendation for solving a problem. Students test the evidence against the claim's exact words and rate the support as strong, partial or weak. It is usually taught in science and technical courses.

Assess the extent to which the reasoning and evidence in a text support the author's claim or a recommendation for solving a scientific or technical problem.

Common Core State Standards for English Language Arts & Literacy · Domain: Reading Standards for Literacy in Science and Technical Subjects 6-12 · Cluster: Integration of Knowledge and Ideas · Official standard

01

Lesson Plan

60-65 min

Overview

Science and technical writers do more than report: they claim that something is true or recommend a way to solve a problem, and they offer reasoning and evidence to back it up. RST.9-10.8 asks students to assess the extent to which that reasoning and evidence support the author's claim or recommendation. This lesson teaches a four-question check (Is the evidence relevant? Is there enough? Compared with what? What else could explain it?) and a habit of matching the support to the claim's exact words, so that students answer "how far" and not only "yes or no."

Students work with Oliver Wendell Holmes's 1843 essay on the contagiousness of puerperal fever, in which a physician argued from gathered case reports that doctors and nurses were carrying a deadly infection to new mothers, and ended with eight recommendations. Two modern technical memos written for this page, one on gym lighting and one on garden irrigation, give students recommendations with numbers to check. The memos' schools and data are invented.

Learning Objectives

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

  • Identify the claim or recommendation in a science or technical text and the scope words that set how much evidence it needs
  • Separate evidence from reasoning, and check whether numerical evidence supports the conclusion drawn from it
  • Assess evidence with four questions: relevance, sufficiency, fair comparison and other explanations
  • Rate the extent of support as strong, partial or weak, citing the text and naming a limit

Prior Knowledge Required

Students should already be comfortable with:

  • Distinguishing facts, reasoned judgment and speculation in a science text RST.6-8.8
  • Citing specific textual evidence from a science or technical text RST.9-10.1
  • Computing a percentage and a rate from two numbers
  • The idea of a fair test with one variable changed, from middle school science

Lesson Procedure

60-65 minutes of class time across 5 phases.

  1. Warm-Up5 minutes

    Project this label from an invented cereal box: "Studies link a good breakfast to better focus in class. Start every school day with Crunch-O's!"

    Warm-Up Prompt

    What does the label want you to do? What evidence does it give, and does that evidence support buying this cereal, or only something more general?

    Take answers. The recommendation is to eat Crunch-O's. The evidence, even if true, is about breakfast in general, so it supports "eat breakfast" but says nothing about this cereal against any other breakfast. The link between the evidence and the recommendation is where the label fails. Tell students that this is today's skill. RST.9-10.8 asks them to assess the extent to which the reasoning and evidence in a science or technical text support the author's claim or a recommendation for solving a problem. The answer is rarely yes or no: it is how far the support reaches.

  2. Direct Instruction15-20 minutes

    Part 1: Claim, reasoning, evidence. Post Diagram 1 for the whole lesson. A claim says something is true; a recommendation says what should be done to solve a problem. Evidence is what the author offers as fact: cases, counts, measurements, test results. Reasoning is the "because" that connects the evidence to the claim. To assess support, students ask four questions (relevant? enough? compared with what? other causes?), then match the strength of the support to the exact words of the claim. Evidence can fully support "in this test" and still fall short of "always."

    Scope words: what each kind of claim needs from its evidence
    If the claim saysThe evidence must showExample of a gap
    may, can, sometimesat least some real cases, clearly describedThe cases are hearsay, with no source
    often, frequently, usuallymany cases, from more than one place or observerOne striking case is offered as the pattern
    always, never, everyno exceptions, over a wide range of conditionsOne test under one set of conditions
    causes, prevents, reducesa fair comparison in which the one factor is the main differenceThe two groups also differ in another way

    Part 2: Model with Holmes (T1). In 1843 the Boston physician Oliver Wendell Holmes told his colleagues that doctors and nurses were carrying a deadly disease to women in childbirth. Puerperal fever ("childbed fever") is an infection of the womb after giving birth; in the nineteenth century it killed many new mothers. Holmes did not know what caused it; bacteria were not yet understood. He built his case from reports of other physicians. Gloss before reading: "lying-in" means the weeks after giving birth, "midwifery" is the delivery of babies, and a "charitable institution" here is a charity that paid midwives to deliver poor women. Read T1 aloud once, then work the two examples.

    The practical point to be illustrated is the following:

    The disease known as Puerperal Fever is so far contagious as to be frequently carried from patient to patient by physicians and nurses.

    [...]

    In a letter to be found in the “London Medical Gazette” for January, 1840, Mr. Roberton of Manchester makes the statement which I here give in a somewhat condensed form.

    A midwife delivered a woman on the 4th of December, 1830, who died soon after with the symptoms of puerperal fever. In one month from this date the same midwife delivered thirty women, residing in different parts of an extensive suburb, of which number sixteen caught the disease and all died. These were the only cases which had occurred for a considerable time in Manchester. The other midwives connected with the same charitable institution as the woman already mentioned are twenty-five in number, and deliver, on an average, ninety women a week, or about three hundred and eighty a month. None of these women had a case of puerperal fever. “Yet all this time this woman was crossing the other midwives in every direction, scores of the patients of the charity being delivered by them in the very same quarters where her cases of fever were happening.”

    Mr. Roberton remarks, that little more than half the women she delivered during this month took the fever; that on some days all escaped, on others only one or more out of three or four; a circumstance similar to what is seen in other infectious maladies.

    Oliver Wendell Holmes, The Contagiousness of Puerperal Fever (Holmes's claim and Mr. Roberton's Manchester cases; excerpt, cut marked [...]) (1843; this edition 1891). Public domain (published 1891). Source text.
    • Pinning down the claim (T1, paragraph 2)

      What exactly does Holmes claim in paragraph 2, and which words set how much evidence he needs?

      Result: The claim is that puerperal fever "is so far contagious as to be frequently carried from patient to patient by physicians and nurses." Two phrases set the scope. "So far contagious" limits the claim: Holmes does not say the disease always spreads this way or that contagion is its only cause. "Frequently" raises the bar: one case would show it can happen, but "frequently" needs many cases from more than one place. So the right test for his evidence is not "Did it ever happen?" but "Does this happen often enough, in enough places, to call it frequent?"

    • Assessing the Manchester numbers (T1, paragraph 4)

      How strong is the evidence in paragraph 4 for the claim? Use the four questions in Diagram 1.

      Result: Relevant: yes; it follows one attendant, the midwife, from patient to patient. Enough: 30 deliveries in one month, 16 cases, and all 16 died; 16 ÷ 30 is about 53 percent, far too many to call a small fluke. Compared: yes, and this is the strength. The other 25 midwives of the same charity delivered about 380 women a month and had no case at all, so the comparison group is large and similar. Other causes: the evidence shows that the cases followed this midwife; it does not show how the disease traveled (her hands, her clothes, the air around her). Judgment: strong support that this midwife carried the disease; partial support for "frequently," because it is one midwife in one town in one month.

    Close the model by naming the two moves. First, pin the claim to its exact words. Second, test each piece of evidence against those words and say how far it reaches. Paragraph 5 adds one more detail about the midwife's cases; students will decide in the quiz what it does for the argument.

  3. Guided Practice15 minutes

    Pairs read the facilities memo (T2), a modern technical recommendation written for this page, and label each numbered reason as evidence (measured or stated fact), reasoning, or both. Then work the two examples as a class. A kilowatt-hour (kWh) is the energy used by a 1,000-watt device running for one hour.

    The problem. The gym is lit by 24 metal-halide fixtures installed 15 years ago. Each one draws 455 watts, counting the ballast that powers the lamp. Four fixtures failed this year. A metal-halide lamp also needs 10-15 minutes to reach full brightness after it is switched on, so staff leave the gym lights on between classes and events. The school and its gym are invented for teaching; the fixture ratings are typical of real products.

    Our recommendation. Replace all 24 fixtures with LED high-bay fixtures that draw 150 watts each. The installer's quote is $260 per fixture, installed, or $6,240 in all.

    Reason 1: energy and cost. The gym lights are on about 2,000 hours a year. Each new fixture draws 305 watts less, so the gym would use 24 × 0.305 kW × 2,000 h = 14,640 kWh less electricity a year. At our rate of $0.16 per kWh, that saves $2,342 a year, so the new lights will pay for themselves in about 18 months.

    Reason 2: light. The sales representative told us the new fixtures will make the gym brighter, and livestreamed games will look better.

    Reason 3: maintenance. LED fixtures are rated for 50,000 hours, so the school will never have to replace them.

    Reason 4: switching. LED fixtures reach full brightness the moment they are switched on, so staff can turn the gym lights off whenever the gym is empty. We have not counted these extra savings above.

    Written for this page (the school and its gym are invented), Facilities Memo: Replacing the Gym Lights with LED Fixtures (sample memo). Original passage written for this page.
    • Checking the arithmetic behind a recommendation (T2, paragraphs 2-3)

      Does the memo's own evidence support its claim that the lights "will pay for themselves in about 18 months"?

      Result: The energy figures hold: 455 - 150 = 305 W saved per fixture, and 24 × 0.305 kW × 2,000 h = 14,640 kWh a year. At $0.16 per kWh, that is 14,640 × 0.16 = $2,342.40 a year. The cost is 24 × $260 = $6,240. The payback time is 6,240 ÷ 2,342.40 ≈ 2.66 years, about 32 months, not 18. The evidence supports "the lights will save about $2,340 a year" but not the 18-month figure. Saving the cost in 18 months would need about $4,160 a year. The memo's conclusion goes beyond its own numbers, even though the recommendation may still be a good one.

    • Rating each reason (T2, paragraphs 4-6)

      Rate reasons 2, 3 and 4 as strong, partial or weak support for replacing the fixtures, and say why.

      Result: Reason 2 is weak: its only evidence is what the sales representative said, and the seller gains from the sale; a light-meter reading in foot-candles or lux, before and after a test fixture, would be real evidence. Reason 3 overclaims: a rating of 50,000 hours is about 25 years at 2,000 hours a year (50,000 ÷ 2,000 = 25), and LED ratings usually mean the time until the light output falls to about 70 percent, not the time until the fixture fails, so "never" is not supported. Reason 4 is sound reasoning with no numbers: instant start makes switching off possible, but the memo does not measure how many hours it would save, so it rightly leaves it out of the total.

    Debrief: Should the board reject the memo? Students usually decide no: the main reason, energy, is well supported, and the weak parts can be fixed by correcting the payback figure and replacing the sales claim with a measurement. Assessing support is not the same as rejecting a recommendation; it tells the reader which parts to trust and what to check.

  4. Independent Practice20 minutes

    Students read the two texts below on their own and answer quiz questions 1-20. Questions 1-6 and 15 use the Holmes excerpt (T3); questions 7-11, 16 and 17 use the garden memo (T4); question 12 uses Diagram 2, which charts the memo's results; questions 13, 14, 18 and 19 use T1; and question 20 uses T1 and T4 together. T3 comes from the same essay as T1: these are more of the reports Holmes gathered. Tell students before they read: a "practitioner" or "medical man" is a doctor, "delivered" means helped a woman give birth, and "the body ... opened" means an autopsy was done.

    Dr. Gooch says, “It is not uncommon for the greater number of cases to occur in the practice of one man, whilst the other practitioners of the neighborhood, who are not more skilful or more busy, meet with few or none. A practitioner opened the body of a woman who had died of puerperal fever, and continued to wear the same clothes. A lady whom he delivered a few days afterwards was attacked with and died of a similar disease; two more of his lying-in patients, in rapid succession, met with the same fate; struck by the thought, that he might have carried contagion in his clothes, he instantly changed them, and 'met with no more cases of the kind.' A woman in the country, who was employed as washerwoman and nurse, washed the linen of one who had died of puerperal fever; the next lying-in patient she nursed died of the same disease; a third nursed by her met with the same fate, till the neighborhood, getting afraid of her, ceased to employ her.”

    In the winter of the year 1824, “Several instances occurred of its prevalence among the patients of particular practitioners, whilst others who were equally busy met with few or none. One instance of this kind was very remarkable. A general practitioner, in large midwifery practice, lost so many patients from puerperal fever, that he determined to deliver no more for some time, but that his partner should attend in his place. This plan was pursued for one month, during which not a case of the disease occurred in their practice. The elder practitioner, being then sufficiently recovered, returned to his practice, but the first patient he attended was attacked by the disease and died. A physician, who met him in consultation soon afterwards, about a case of a different kind, and who knew nothing of his misfortune, asked him whether puerperal fever was at all prevalent in his neighborhood, on which he burst into tears, and related the above circumstances.

    “Among the cases which I saw this season in consultation, four occurred in one month in the practice of one medical man, and all of them terminated fatally.” [Lond. Med. Gaz. May 2, 1835.]

    Oliver Wendell Holmes, quoting Dr. Robert Gooch and the London Medical Gazette, The Contagiousness of Puerperal Fever (cases reported by Dr. Gooch and the London Medical Gazette; excerpt) (1843; this edition 1891). Public domain (published 1891). Source text.

    The problem. The district has asked every school to cut its outdoor water use by 30 percent next summer. Our school garden has eight raised beds, each 2 m by 4 m, and all eight are watered with overhead sprinklers. The garden, the test and all data in this memo are invented for teaching.

    The test. Last summer we kept watering Bed 1 with its sprinkler and fitted Bed 2 with a drip line, a hose with small holes that lets water drip onto the soil at the base of each plant. Both beds grew the same tomato variety, planted on the same day. Each bed had its own water meter, and we watered each bed whenever its soil was dry 5 cm down. Bed 2 is the bed beside the tool shed, which shades it after about 3 p.m. Bed 1 is in full sun all day.

    Results. Over six weeks in July and August, Bed 1 used 410, 395, 430, 455, 420 and 400 liters, week by week: 2,510 liters in all. Bed 2 used 225, 215, 240, 250, 230 and 220 liters: 1,380 liters in all. Bed 1 gave 18.4 kg of tomatoes and Bed 2 gave 19.1 kg.

    Our recommendation. Fit all eight beds with drip lines before next summer. Drip used about 45 percent less water, far beyond the district's 30 percent target, and it did not lower the harvest. A drip kit for all eight beds costs $180. The school pays $2.50 for every 1,000 liters of water, and we water for about 14 weeks each summer, so the kit will pay for itself in the first summer. Drip also keeps the leaves dry, so we expect fewer leaf diseases on the tomatoes.

    Written for this page (the garden, the test and the data are invented), Garden Club Memo: Should the School Garden Switch to Drip Irrigation? (sample memo, invented data). Original passage written for this page.
  5. Closure5 minutes

    Exit ticket: "Choose one recommendation from today's texts. Write one sentence saying how far its evidence supports it (strongly, partly or weakly), and one sentence naming the single piece of evidence that would most change your rating." Sort the tickets into "judgment tied to the exact claim," "judgment with no reason" and "summary instead of assessment" to plan the next lesson.

    Teacher note on the historical texts. T1, T3 and T5 describe the deaths of mothers after childbirth; prepare students, and let any student who finds the subject difficult work from T2 and T4 for the discussion. The language is of the 1840s: "female" for woman (T5, paragraph 5), "lying-in" for the weeks after birth, "washerwoman" for a woman paid to wash clothes, and "he" for every physician, because the profession then was almost entirely male. Recommendation 8 (T5, paragraph 9) calls a physician's cluster of cases "not as a misfortune, but a crime"; discuss this as Holmes's moral argument, not as evidence. The texts contain no slurs. Holmes's conclusion was later confirmed: in Vienna in 1847, Ignaz Semmelweis had doctors wash their hands in chlorinated lime solution, and deaths in his clinic fell sharply; the germ theory later explained why. Puerperal fever is now known to be caused mainly by bacteria, especially Streptococcus pyogenes.

    Homework passage. The homework uses the end of Holmes's essay, below: his conclusions, stated as eight recommendations to physicians.

    There may be some among those whom I address who are disposed to ask the question, What course are we to follow in relation to this matter? The facts are before them, and the answer must be left to their own judgment and conscience. If any should care to know my own conclusions, they are the following; and in taking the liberty to state them very freely and broadly, I would ask the inquirer to examine them as freely in the light of the evidence which has been laid before him.

    1. A physician holding himself in readiness to attend cases of midwifery should never take any active part in the post-mortem examination of cases of puerperal fever.

    2. If a physician is present at such autopsies, he should use thorough ablution, change every article of dress, and allow twenty-four hours or more to elapse before attending to any case of midwifery. It may be well to extend the same caution to cases of simple peritonitis.

    3. Similar precautions should be taken after the autopsy or surgical treatment of cases of erysipelas, if the physician is obliged to unite such offices with his obstetrical duties, which is in the highest degree inexpedient.

    4. On the occurrence of a single case of puerperal fever in his practice, the physician is bound to consider the next female he attends in labor, unless some weeks at least have elapsed, as in danger of being infected by him, and it is his duty to take every precaution to diminish her risk of disease and death.

    5. If within a short period two cases of puerperal fever happen close to each other, in the practice of the same physician, the disease not existing or prevailing in the neighborhood, he would do wisely to relinquish his obstetrical practice for at least one month, and endeavor to free himself by every available means from any noxious influence he may carry about with him.

    6. The occurrence of three or more closely connected cases, in the practice of one individual, no others existing in the neighborhood, and no other sufficient cause being alleged for the coincidence, is prima facie evidence that he is the vehicle of contagion.

    7. It is the duty of the physician to take every precaution that the disease shall not be introduced by nurses or other assistants, by making proper inquiries concerning them, and giving timely warning of every suspected source of danger.

    8. Whatever indulgence may be granted to those who have heretofore been the ignorant causes of so much misery, the time has come when the existence of a private pestilence in the sphere of a single physician should be looked upon, not as a misfortune, but a crime; and in the knowledge of such occurrences the duties of the practitioner to his profession should give way to his paramount obligations to society.

    Oliver Wendell Holmes, The Contagiousness of Puerperal Fever (Holmes's conclusions and eight recommendations; excerpt) (1843; this edition 1891). Public domain (published 1891). Source text.

Differentiation Strategies

For Struggling Students

  • Give a three-column organizer (Claim or recommendation / Evidence / Reasoning) with the claim already filled in for T1
  • Provide sentence frames: "The evidence supports ____ because ____, but it does not show ____."
  • Pre-teach the historical words in T1 and T3 (lying-in, midwifery, practitioner, delivered) with a short glossary card

For Advanced Students

  • Read Holmes's five numbered concessions (left out of T1 and marked [...]) in the full essay and explain how each one narrows his claim
  • Redesign the garden test in T4 as a full plan that would convince a skeptical district reviewer
  • Find a current product or public-health recommendation and write a one-page assessment of its evidence using the four questions

Assessment Guidance

What to Look For

Strong assessments pin the claim to its exact words, separate evidence from reasoning, and judge the support with a reason (too few cases, no comparison, another possible cause) and a limit. Strong answers check the numbers when a text offers them. Watch for students who summarize instead of judging, who accept a claim because a doctor or a salesperson made it, who treat one vivid case as proof of "frequently" or "always," and who reject a recommendation outright because one part of its support is weak.

02

Classroom Activities

3 Activities

1

Evidence Strength Sort

15 minGroups of 3

Each group gets six cards. Each card has a claim or recommendation and the evidence offered for it (written for this page; the data on cards 2 and 5 are invented). Groups place each card on a Weak / Partial / Strong line and write the one question from Diagram 1 that decided their rating.

The 6 Cards

  1. Claim: "Our new hand sanitizer kills 99.9 percent of germs." Evidence: a lab test on two kinds of bacteria spread on glass slides, with 30 seconds of contact.
  2. Claim: "The new bike lanes on Main Street made cycling safer." Evidence: cyclist crashes on Main Street fell from 14 in the year before the lanes to 9 in the year after, while the daily count of cyclists rose from about 300 to about 450.
  3. Claim: "Magnetic bracelets relieve wrist pain." Evidence: 8 of the 10 customers who wrote online reviews said their pain improved.
  4. Recommendation: "Water the school lawn at 5 a.m. instead of at noon to save water." Evidence: less water evaporates in cool, still morning air than in midday sun and wind.
  5. Claim: "The new battery design lasts longer than the old one." Evidence: 20 cells of each design were charged and drained until they held only 80 percent of their first charge; the new cells averaged 1,150 cycles and the old cells 820.
  6. Claim: "Eating carrots gives you night vision." Evidence: carrots contain beta-carotene, which the body turns into vitamin A, and the eye needs vitamin A to make the light-sensitive pigment in its rod cells.

Teacher Key

  • Card 1: Partial. The test is relevant, but two kinds of bacteria on glass are not "germs" on hands; alcohol sanitizers work poorly against some viruses, such as norovirus. "99.9 percent of germs" outruns the test.
  • Card 2: Partial to strong. Crashes fell while riders rose, so the crash rate per daily rider fell from about 0.047 to 0.020, more than half. But it is one street over one year, and crash counts this small vary from year to year by chance.
  • Card 3: Weak. The reviewers chose themselves, there is no comparison group, and pain often improves on its own or because people expect it to.
  • Card 4: Partial. The reasoning is sound physics, but there is no measurement for this lawn; a meter reading on alternate weeks would supply the evidence.
  • Card 5: Strong for this test: a fair comparison, 20 cells each, a clear measure. It supports "longer-lasting under these test conditions," not every use.
  • Card 6: Weak for the claim as written. The evidence supports "vitamin A is needed for normal vision in dim light" (people who lack it can develop night blindness), not "extra carrots give better-than-normal night vision."

Discussion Questions

  • Card 2 gives two numbers for each year. What would the claim look like if the card gave only the crash counts?
  • Cards 4 and 6 both give reasoning with no measurements. Why is card 4 better supported than card 6?
  • Rewrite the claim on card 1 so that the evidence fully supports it.
2

Evidence Upgrade

15 minPairs

Pairs get three short recommendations, each with thin evidence (written for this page; all data are invented). For each, they rate the support, then design the smallest test that would make the recommendation well supported: what to measure, what to compare it with, and how many trials. Pairs trade designs and check each other's comparison.

The 3 Recommendations

  1. School nurse: "Put a hand-sanitizer station in every classroom to reduce absences." Evidence: "We added stations to two classrooms in January, and absences in February were lower than in January."
  2. Road department: "Spray brine (salt water) on roads before snowstorms instead of spreading rock salt after they start." Evidence: "Brine sticks to the road instead of bouncing off, and last winter our brine routes used 30 percent less salt."
  3. Robotics team: "Switch to the new motor controller, because it runs cooler." Evidence: "After 10 minutes at full load, the old controller read 71 °C and the new one 58 °C, in one test each, in a 22 °C room."

Teacher Key

  • 1: Weak. February absences can fall for other reasons, such as the end of a flu wave, and the two classrooms have no comparison. A fair test compares classrooms with and without stations over the same weeks.
  • 2: Partial. Less salt is measured, but the recommendation is also about safety; the test should compare ice on the road, or crashes, on brine and rock-salt routes in the same storms.
  • 3: Partial. The measurement fits the reason, but one test each is not enough; repeat each controller at least five times, in the same room and on the same motor. The 13 °C difference (71 - 58) rises above room temperature by 49 and 36 °C, a real gap if it repeats.

Discussion Questions

  • Which of the three recommendations could be right even though its evidence is weak? Why does that matter to a decision maker?
  • In recommendation 2, the evidence is a real measurement. Why is it still only partial support?
  • What is the smallest number of trials you would accept for recommendation 3, and why?

Variation: Write the Memo

Pairs choose one recommendation and write a four-sentence memo that claims only what their designed test could show, using scope words from the Direct Instruction table.

3

Was the Evidence Enough in 1843?

15 minGroups of 4

A structured academic controversy on T1 and T5. Two students argue that Holmes's evidence in 1843 was strong enough to justify his first two recommendations; two argue that it was not, because no one could yet say how the disease traveled. After 4 minutes each way, the pairs switch sides, then the group writes one consensus sentence rating the support.

Materials

  • T1 and T5 (recommendations 1 and 2)
  • Diagram 1
  • A timer and one consensus card per group

Teacher Key

  • For: the evidence comes from many observers in different towns, several of them reporting cases in their own practice, which they had no wish to believe; T1 has a large comparison group. The recommended precautions (washing, changing clothes, waiting a day) cost little, while the harm they target is death.
  • Against: the cases are gathered reports, not a planned test; many do not count the deliveries that went well; and Holmes cannot say whether the danger is on the hands, the clothes or in the air, so he cannot show that his precautions are the right ones.
  • Afterward: in 1847 Ignaz Semmelweis in Vienna had doctors wash their hands in chlorinated lime solution, and deaths from the fever in his clinic fell sharply. Tell students this after the consensus sentence, and ask whether it changes the rating of the evidence Holmes had in 1843 (it should not: later results confirm the recommendation, but they were not part of Holmes's evidence).

Discussion Questions

  • Can a recommendation be well supported when the cause is not yet understood? Give a modern example.
  • How should the cost of a precaution affect how much evidence you ask for?
  • Holmes asks readers to examine his recommendations "freely in the light of the evidence." What does he gain by saying so?

03

Diagrams & Visual Aids

2 diagrams

Diagram 1: Checking How Far a Text Supports Its Claim or Recommendation

Checking how far a text supports its claim or recommendation CLAIM OR RECOMMENDATION what the author says is true, or should be done EVIDENCE cases, counts, measurements, tests REASONING the "because" that links evidence to claim Ask four questions of the evidence and the reasoning 1. Relevant? Is it about this claim? 2. Enough? How many cases, how long, how often? 3. Compared? Compared with what? Is the test fair? 4. Other causes? What else could explain the result? Then judge the extent of support, word by word against the claim Weak Partial Strong Scope words matter: evidence can support "may" or "in this test" and still fall short of "always".
The tool for the whole lesson. Name the claim or recommendation, separate the evidence (what the author offers as fact) from the reasoning (the link to the claim), ask the four questions, and then place the support on the Weak / Partial / Strong scale by comparing it with the exact words of the claim.

Diagram 2: Weekly Water Use in the Garden Memo's Test, Drawn to Scale

Weekly water use of the two tomato beds (garden memo, invented data) 0 100 200 300 400 500 410 225 Week 1 395 215 Week 2 430 240 Week 3 455 250 Week 4 420 230 Week 5 400 220 Week 6 Water used (liters) Bed 1: sprinkler Bed 2: drip line Each bed is 2 m by 4 m. The vertical axis starts at zero, with 100 liters per grid step.
The six weekly readings from T4, paragraph 3, for Bed 1 (sprinkler) and Bed 2 (drip line). The data are invented. Bars start at zero, and each grid step is 100 liters.

04

Homework Assignment

~30 min

RST.9-10.8 Homework: Assessing Holmes's Recommendations

Directions: Use Holmes's eight recommendations (T5), printed at the end of the Closure phase of the lesson plan, with T1 and T3. Paragraphs are numbered: paragraph 1 is Holmes's introduction, and recommendations 1-8 are paragraphs 2-9. Quote the words you use, and for every rating say which of the four questions in Diagram 1 decided it.

Part 1: Recommendations and Their Evidence (Problems 1-3)

  1. Recommendation 2 (T5, paragraph 3) tells a physician who has been at an autopsy to wash thoroughly, "change every article of dress," and wait "twenty-four hours or more" before attending a birth. (a) Which case in T3 bears on this recommendation? Quote it. (b) Does any evidence in T1 or T3 support the length of the wait? (c) Rate the support for each of the two parts, and explain why they differ.
  2. Recommendation 7 (T5, paragraph 8) makes the physician responsible for nurses and other assistants. Find one piece of evidence in T1 and one in T3 about a midwife or nurse rather than a physician. How far do they support recommendation 7? What does the recommendation ask the physician to do that none of the evidence tests?
  3. Recommendations 5 and 6 (T5, paragraphs 6-7) set thresholds: two cases close together mean the physician should stop for at least a month, and three or more connected cases are "prima facie evidence" (evidence enough unless something else explains it) that he carries the disease. Using T1, paragraph 4, explain why a rule needs a threshold at all, and say whether any evidence on this page shows that two and three are the right numbers.

Part 2: Reasoning Behind the Recommendations (Problems 4-5)

  1. In T5, paragraph 1, Holmes says "The facts are before them" and asks the reader to examine his conclusions "as freely in the light of the evidence." Then read recommendation 8 (paragraph 9). Explain why recommendation 8, unlike recommendations 1-7, cannot be supported by evidence alone. What kind of statement is it, and what would a reader need to accept it?
  2. Holmes never explains how the disease travels from patient to patient. Explain how his recommendations can still be well supported without that explanation. Use one recommendation and one piece of evidence from T1 or T3, and name one thing the missing explanation leaves uncertain.

Part 3: Writing an Assessment (Problem 6)

  1. Write a paragraph of 6-8 sentences for a physician in 1843 who must decide whether to follow recommendation 4 (T5, paragraph 5). State how strongly the evidence in T1 and T3 supports it, quote at least two pieces of that evidence, name one limit of the evidence, and end with your judgment and the reason for it.

Rubric

CriterionFull Credit (2 pts)Partial Credit (1 pt)No Credit (0 pts)
Claim Pinned DownStates exactly what each recommendation asks, including its scope words and numbersStates the recommendation loosely or skips a number or conditionMisstates the recommendation
Evidence MatchedQuotes the relevant evidence accurately and says which part of the recommendation it supportsQuotes evidence but does not tie it to a part of the recommendationNo evidence, or evidence that is misquoted
Extent JudgedRates the support (strong, partial, weak) with a reason drawn from the four questions, and names a limitGives a rating without a clear reason, or a reason without a limitGives no judgment, or only summarizes
Reasoning AssessedSeparates evidence from reasoning and judgment, including the moral claim in recommendation 8Separates them in some problems but not othersTreats every statement as evidence

05

Quiz: 20 Questions

Interactive, with answers

Instructions

Questions 1-6 and 15 use the Holmes excerpt (T3) and questions 7-11, 16 and 17 use the garden memo (T4), both in the Independent Practice phase of the lesson plan. Question 12 uses Diagram 2. Questions 13, 14, 18 and 19 use T1 in Direct Instruction, and question 20 uses T1 and T4 (paragraphs are numbered). Quote the words you rely on in the short answers. 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

  1. Question 1 of 20 · Multiple Choice

    In T3, paragraph 1, a practitioner "instantly changed" his clothes and "met with no more cases of the kind." Which conclusion does this evidence most directly support?

  2. Question 2 of 20 · Multiple Choice

    Why is the case of the two partners in T3, paragraph 2, strong evidence that the elder practitioner was carrying the disease?

  3. Question 3 of 20 · Multiple Choice

    Which added information would most strengthen the partner case in T3, paragraph 2, as evidence?

  4. Question 4 of 20 · Multiple Choice

    T3, paragraph 3, reports that four cases "occurred in one month in the practice of one medical man, and all of them terminated fatally." What does a reader most need before counting this as evidence that he carried the disease?

  5. Question 5 of 20 · Multiple Choice

    In T3, paragraph 1, Gooch says the other practitioners of the neighborhood were "not more skilful or more busy." Why does this phrase strengthen his reasoning?

  6. Question 6 of 20 · Multiple Choice

    What is the main weakness of the washerwoman evidence at the end of T3, paragraph 1?

  7. Question 7 of 20 · Multiple Choice

    Using the results in T4, paragraph 3, about how many liters of water did Bed 1 and Bed 2 each use for every kilogram of tomatoes they gave?

  8. Question 8 of 20 · Multiple Choice

    Which fact in T4 most weakens the memo's comparison between the two beds?

  9. Question 9 of 20 · Multiple Choice

    T4 says the $180 kit "will pay for itself in the first summer." Using paragraphs 3 and 4, about how much would drip save in one summer across all eight beds, if every bed saved as much each week as Bed 2 did?

  10. Question 10 of 20 · Multiple Choice

    Bed 1 gave 18.4 kg of tomatoes and Bed 2 gave 19.1 kg. How far does this support the memo's statement that drip "did not lower the harvest"?

  11. Question 11 of 20 · Multiple Choice

    Which change to the test would most strengthen the memo's recommendation?

  12. Question 12 of 20 · Multiple Choice

    Diagram 2 charts the results in T4, paragraph 3. Which reading of the chart best supports the claim that the saving was steady rather than a result of one unusual week?

  13. Question 13 of 20 · Multiple Choice

    T1, paragraph 4, says one midwife delivered 30 women and 16 caught the fever, while the other midwives delivered about 380 women a month. If the fever had struck the other midwives' patients at the same rate, about how many cases would they have had in a month?

  14. Question 14 of 20 · Multiple Choice

    In T1, paragraph 5, Roberton notes that "little more than half the women she delivered during this month took the fever" and that "on some days all escaped." How does this detail work in the argument?

  15. Question 15 of 20 · Short Answer

    Holmes claims (T1, paragraph 2) that the disease is "frequently carried from patient to patient by physicians and nurses." Rate how strongly T3 as a whole supports that claim. Quote two pieces of evidence and name one limit.

  16. Question 16 of 20 · Short Answer

    T4, paragraph 4, ends: "Drip also keeps the leaves dry, so we expect fewer leaf diseases on the tomatoes." Is this part of the recommendation supported by evidence, by reasoning, or by neither? What would the club need to show it?

  17. Question 17 of 20 · Short Answer

    Rewrite the recommendation in T4, paragraph 4, in two or three sentences so that it claims only what the memo's evidence supports.

  18. Question 18 of 20 · Short Answer

    Roberton's evidence in T1, paragraph 4, rules out other explanations for the Manchester cases. Name two explanations it rules out, and quote the words that rule out each.

  19. Question 19 of 20 · Short Answer

    Compare the evidence in T1, paragraph 4, with the evidence in T3, paragraph 3. Which gives stronger support to Holmes's claim, and why?

  20. Question 20 of 20 · Short Answer

    Holmes (T1) and the garden club (T4) both ask readers to change what they do. Using the four questions in Diagram 1, explain which recommendation is better supported by the evidence each text gives. Name one strength and one weakness of each.

0 of 20 answered · 0 correct

06

Frequently Asked Questions

10 Questions

What does RST.9-10.8 mean?

RST.9-10.8 asks students in grades 9-10 to judge how well a science or technical text backs up what it says. They look at the author's claim, or a recommendation for solving a problem, and decide how far the reasoning and evidence support it: fully, partly or weakly, and why.

What is the difference between a claim and a recommendation in RST.9-10.8?

A claim says something is true; a recommendation says what should be done. "Drip irrigation uses less water" is a claim, and "switch the garden to drip lines" is a recommendation. A recommendation needs more support, because it also depends on cost, side effects and whether the plan fits the problem.

Why does the standard say "the extent to which"?

Because support comes in degrees. Evidence may fully support a narrow version of a claim and only partly support the broad version the author wrote. Students should match the evidence to the claim's exact words, such as "may," "frequently" or "always," and say how far it reaches.

What is the difference between evidence and reasoning?

Evidence is what the author offers as fact: cases, counts, measurements and test results. Reasoning is the link that explains why that evidence supports the claim. A text can have solid evidence and faulty reasoning, for example when a correct calculation is used to draw a conclusion it does not reach.

How is RST.9-10.8 different from RST.11-12.8?

RST.9-10.8 asks whether the reasoning and evidence in one text support its claim or recommendation. RST.11-12.8 goes further: students evaluate a study's hypotheses, data, analysis and conclusions, verify the data when they can, and check the conclusions against other sources.

How is this standard different from RI.9-10.8?

RI.9-10.8 asks students to evaluate arguments in informational texts in general, including spotting false statements and fallacies. RST.9-10.8 applies the same judgment to science and technical texts, where the evidence is often data or a test, and where the question is often whether a recommended solution will work.

What mistakes do students often make when assessing evidence?

Three are frequent. They summarize the text instead of judging it, they accept a claim because of who made it rather than what the evidence shows, and they give a yes-or-no verdict without saying how far the support reaches. The four questions in this lesson (relevant, enough, compared, other causes) address all three.

Why teach this standard with an essay from 1843?

Holmes built a strong case from gathered reports before anyone knew that bacteria cause the disease, so students can judge the evidence on its own terms. The essay mixes very strong evidence, such as a large comparison group, with thinner anecdotes, and it ends with concrete recommendations to test against that evidence.

Do students need to do math for RST.9-10.8?

Often a little. Technical texts support recommendations with numbers, and checking a percentage or a payback time is part of assessing whether the evidence supports the claim. The skill being assessed is still reading: deciding what the numbers do and do not show.

How can parents help with RST.9-10.8 at home?

Use everyday claims. When an ad, a product label or a news story recommends something, ask two questions together: "What is the evidence?" and "Compared with what?" Then ask how the claim would need to be worded so that the evidence fully supports it.