Analyze the main ideas and supporting details in visual, quantitative and oral formats and explain how each clarifies the topic
Several sessions: instruction, modeled examples, an observed discussion or presentation where the standard requires one, independent practice and a written explanation.
Ohio learning standards this draft targets
ela-2017:SL.7.2ela-2026:SL.7.2
Read the standard text
ela-2017:SL.7.2 Analyze the main ideas and supporting details presented in diverse media and formats (e.g., visually, quantitatively, orally) and explain how the ideas clarify a topic, text, or issue under study.
ela-2026:SL.7.2 Analyze the main ideas and supporting details presented in diverse media (e.g. video, audio, primary source document) and other formats (e.g. charts, tables, infographics) and explain how the ideas clarify a text, topic, or issue under study.
Provisional targets. Clause-by-clause educational review is still pending.
📘Section 1 · LearnLearn the idea
Three rows, one per format. The quantitative row carries the four hypothetical weekly counts of 1,140, 1,210, 1,180 and 1,270 bottles, which total 4,800 and average 1,200; the oral row carries two stations at 1,150 dollars each, a further four weeks of counting and forty free bottles.
Learning goal: Analyze the main ideas and supporting details presented in diverse media and formats, visually, quantitatively and orally, and explain how the ideas in each format clarify a topic, text or issue under study. By the end you can state the main idea of a poster, a table and a spoken announcement on the same issue, list the details each one supplies, and say what each format makes clear that the others do not.
The issue and the three formats. Birch Lane Middle School is invented and every figure below is hypothetical. The issue under study is plastic bottle waste in the cafeteria and whether refill stations will reduce it. Three items about the issue reached students in one week.
Original visual item — the poster. A poster on the cafeteria door shows a photograph of a gray recycling bin overflowing with clear plastic bottles. Across the top in large red letters: "1,200 BOTTLES A WEEK." Below the photograph in smaller black type: "That is what Birch Lane recycles from the cafeteria alone. Bring a reusable bottle." In the bottom corner, in small print: "Student Council, Environment Committee." The poster is described here in words. A description lets you practice the questions to ask of a visual, but it is not itself a visual, so the chart task below begins by drawing the poster, and the independent task uses a real one.
Original quantitative item — the custodian's table. Bottles collected from cafeteria recycling bins, counted each Friday. Week 1: 1,140. Week 2: 1,210. Week 3: 1,180. Week 4: 1,270. Four-week total: 4,800. Weekly mean: 1,200. A note beneath the table reads: "Counts include only bottles placed in the three cafeteria recycling bins. Bottles in trash cans, classrooms and the gym were not counted."
Original oral item — the morning announcement. Read aloud by a partner while listeners set the text aside. "Good morning, Birch Lane. This is Principal Okafor. Two water refill stations were installed over the weekend, one outside the cafeteria and one by the gym. Each cost 1,150 dollars, paid for by the Parent Association. The custodial staff have been counting bottles in the cafeteria recycling bins for four weeks and will keep counting for four more, so that we can see whether the stations make a difference. Please bring a reusable bottle if you have one. If you do not, the front office has forty to give away, first come, first served. Thank you."
Main idea and supporting details in each format. A main idea is the point the item exists to make; supporting details are the facts, images, numbers or examples that hold the point up. Each format carries these differently, so you have to look for them differently.
The poster's main idea is a request: bring a reusable bottle. Its supporting details are the photograph of the overflowing bin, which makes the waste visible, and the single number 1,200, which makes it countable. Visually, the poster emphasizes by size and color: the number is large and red, the request is smaller, and the source is smallest. Analyzing a visual means asking what the image shows, what it makes you feel, and what was chosen to be big.
The table's main idea is that the cafeteria produces about 1,200 recycled bottles a week, and that the amount is fairly steady. Its supporting details are the four weekly counts, the total and the mean, and, importantly, the note on what was not counted. Analyzing a quantitative item means checking that the numbers say what the headline says: 1,140 plus 1,210 plus 1,180 plus 1,270 is 4,800, and 4,800 divided by four is 1,200, so the mean is honest. The spread from 1,140 to 1,270 tells you the weekly number varies by about 130, which the poster's single figure hides.
The announcement's main idea is that refill stations now exist and students should use them. Its supporting details are the locations of the two stations, their cost of 1,150 dollars each, who paid, the plan to keep counting for four more weeks, and the forty free bottles. Analyzing an oral item means listening for the structure a speaker signals with order and emphasis: the announcement opens with the new fact, gives the reason, and ends with the request, and it is the only format that tells you what will happen next.
How each format clarifies the issue. Clarify means make clearer, and the question is what each format adds that the others cannot. The poster clarifies scale in a way a number alone does not: one bin, overflowing, makes 1,200 feel like something. The table clarifies the poster's number: it shows where 1,200 comes from, that it is a mean of four weeks, and that it counts only the cafeteria bins. That note matters, because the poster's line "from the cafeteria alone" could be read as "the cafeteria's total waste," when it is really the cafeteria's recycled bottles; the actual total, including trash cans, is unknown and probably larger. The announcement clarifies purpose: the counting was not an end in itself but a baseline, and the next four weeks will test whether the stations change it. Put together, the three formats turn a slogan into a testable question: will the weekly mean fall below 1,200 after the stations?
The misconception. Students often treat the format with the biggest number or the loudest color as the most informative. It is usually the least. The poster's 1,200 is a real figure, but only the table tells you what it measures and only the announcement tells you why it was measured. The opposite error is to dismiss the visual as mere decoration; the photograph is a supporting detail that clarifies scale, and a reader who ignores it misses part of the message. Analysis means asking what each format contributes and what it leaves out, not ranking them by volume.
A worked model in prose. Suppose the question under study is "Are refill stations likely to reduce bottle waste at Birch Lane?" A student who analyzes only the poster answers "yes, because 1,200 bottles is a lot," which is a feeling about a number. A student who analyzes all three formats writes: the poster establishes that the amount of waste is large and visible; the table establishes a baseline mean of 1,200 bottles a week from the cafeteria bins, with weekly counts between 1,140 and 1,270; the announcement establishes that two stations now exist and that the same count will continue for four weeks. The three formats together clarify that the question can be answered with evidence in four weeks, and that a weekly count still inside the baseline range of 1,140 to 1,270 could be ordinary variation rather than an effect of the stations. That last sentence is what analysis across formats makes possible.
Diverse media and other formats, including a primary source document. The three items differ in medium, the way the information reaches you, and in format, the way it is arranged. The announcement is audio when it is broadcast or recorded; a video of the principal saying the same words would add a face, a setting and perhaps a shot of a new station. The poster works as a simple infographic: an image, one large number and a short line of text arranged so that the point is taken in at a glance. The custodian's summary is a table, and it could be redrawn as a chart with four bars, one for each week, which would show the week-to-week variation faster than the numbers do but would hide the exact counts unless the bars were labeled. A primary source document is a record made at the time by someone directly involved, rather than a summary made afterward. The analysis is the same for every medium and format, main idea, supporting details and what it clarifies, but each makes you ask a different first question: for a video or audio item, what the speaker emphasizes; for a chart or infographic, what the design makes largest; for a primary source, who made it, when and for what purpose, and whether the later summaries match it.
Original primary source item — the custodian's count slip, Week 4. A handwritten slip clipped to the custodian's clipboard reads: "Fri., Week 4. Cafeteria recycling bins only. Bin 1: 430. Bin 2: 402. Bin 3: 438. Total 1,270. Two bags of bottles from the gym not counted, per instructions. R. Diaz." Its main idea is the Week 4 count of recycled bottles from the three cafeteria bins. Its supporting details are the three bin counts, the total, the note about the gym bags and the signature. It clarifies where one number in the table came from: the Week 4 figure of 1,270 was counted bin by bin on the day, and the rule in the table's note, "Bottles in trash cans, classrooms and the gym were not counted," was actually followed. It also clarifies a limit that none of the other three items reveals: at least two bags of bottles from the gym existed that week, so the school's bottle waste that week was larger than 1,270.
✏️Section 2 · ModelWork through the examples
Worked example 1 — the poster, analyzed. Main idea: bring a reusable bottle. Supporting details: the photograph of one overflowing bin; the figure 1,200 a week; the attribution to the student council. What the visual emphasis tells you: the number is largest and red, so the designers want the scale remembered more than the request. What it clarifies: that the waste is visible and large. What it cannot show: where the number came from, how it varies, or what is being done.
Worked example 2 — the table, checked and analyzed. Check the arithmetic first. 1,140 + 1,210 = 2,350; 2,350 + 1,180 = 3,530; 3,530 + 1,270 = 4,800. 4,800 divided by 4 = 1,200. The mean is correct. Main idea: the cafeteria's recycled bottles run at about 1,200 a week and the amount is steady. Supporting details: the four counts, the total, the mean, and the note about what was not counted. What it clarifies: that the poster's number is a four-week mean of recycled bottles only, so the real total of bottles used is probably higher by an unknown amount. Weekly variation: the range is 1,270 minus 1,140, which is 130.
Worked example 3 — the announcement, listened to twice. First listening: write the main idea and any numbers you catch. Main idea: two refill stations are installed; use them. Numbers heard: two stations, 1,150 dollars, four weeks, forty bottles. Second listening: add the details that hold the idea up and mark what the speaker says will happen. Details: locations outside the cafeteria and by the gym; the Parent Association paid; counting continues four more weeks. What it clarifies that the other two formats do not: the purpose of the counting and the next step. A listener who conflates the two 1,150-dollar stations into "the stations cost 1,150 dollars" has lost a detail; the total is 2,300 dollars.
Worked example 4 — the primary source checked against the table. Source: a count slip written on the Friday of Week 4 by the custodian who did the counting, for the purpose of recording the count. Check the arithmetic first: 430 + 402 = 832, and 832 + 438 = 1,270, which matches the table's Week 4 count. Main idea: the cafeteria bins held 1,270 recycled bottles that week. Supporting details: the three bin counts, the gym note and the signature. What it clarifies that the other items do not: the table's figure is traceable to a record made at the time, and the exclusion described in the table's note happened in practice, with at least two bags of gym bottles left out. What it cannot show: the other three weeks, or why Week 4 was the highest of the four. One slip confirms one number; it does not explain the variation.
🧩Section 3 · DoPractice, demonstrate, and explain
Three-format analysis chart: First draw the poster on a full sheet from its description, keeping the three sizes of type, the red headline and the place of the photograph, so that you analyze an actual visual and not a paragraph about one. Then make a chart with a row for each format, poster, table and announcement, and four columns: main idea, supporting details, what it clarifies about the issue, and what it leaves out. Fill it from the items above. Then write one sentence beneath the chart stating what the three formats together make clear that no single one does. A strong chart has at least two details in every row and names at least one gap per format.
Independent performance: Choose a school or community issue for which you can find or produce three items in different formats: something visual (a poster, photograph or diagram), something quantitative (a table or chart with at least four numbers) and something oral (a recording or a live reading of an announcement or short talk). Analyze the main ideas and supporting details of each, check any arithmetic in the quantitative item, and write a one-page explanation of how the ideas in each format clarify the issue. Success criteria: each format's main idea is stated in one sentence; at least two supporting details are named for each; at least one sentence explains what each format clarifies that the others do not; and any number you repeat from the quantitative item has been checked.
✅Section 4 · Check8-question lesson practice test
An adult may read the prompts aloud. Answer independently with words, objects, drawings or a demonstration before opening the answer guide. Award 1 point for a correct result or claim and 1 point for a matching explanation or demonstration; where a question asks only for a result (a corrected sentence, a spelling, a count), a fully correct result earns both points, and the answer guide shows what a complete response contains. Record prompting separately. The total (two points per question) is local practice feedback, not an Ohio proficiency level.
Problem 1
State the main idea of the poster and name two supporting details it uses.
Show worked solution
The main idea is the request to bring a reusable bottle. Supporting details are the photograph of an overflowing recycling bin, which makes the waste visible, and the figure of 1,200 bottles a week, which makes it countable. The attribution to the student council is a third detail that tells the reader the source.
Problem 2
Check whether the table's mean of 1,200 is correct, showing your arithmetic, and explain why a reader should check rather than trust the headline number.
Show worked solution
1,140 + 1,210 + 1,180 + 1,270 = 4,800, and 4,800 divided by 4 = 1,200, so the mean is correct. A reader checks because analyzing a quantitative format means confirming that the numbers support the stated idea; a wrong mean would make the poster's figure unreliable too.
Problem 3
The poster says "1,200 bottles a week. That is what Birch Lane recycles from the cafeteria alone." How does the table's note clarify what this number does and does not measure?
Show worked solution
The note says only bottles placed in the three cafeteria recycling bins were counted, and bottles in trash cans, classrooms and the gym were not. So 1,200 measures recycled bottles from the cafeteria bins, not the cafeteria's total bottle use, which is probably larger by an unknown amount.
Problem 4
What does the oral announcement clarify about the issue that neither the poster nor the table can?
Show worked solution
It gives the purpose and the next step: the four weeks of counting were a baseline, two stations now exist, and counting will continue four more weeks to see whether the number falls. Neither the poster nor the table says what will be done or how success will be judged.
Problem 5
A student says the poster is the most important of the three because its number is biggest and reddest. Explain why this is a weak analysis.
Show worked solution
Size and color show what the designer wants emphasized, not how much information the item carries. The poster's number depends on the table for its meaning and on the announcement for its purpose. Analysis asks what each format contributes and leaves out, not which is loudest.
Problem 6
If the weekly count after the stations are installed is 1,150, should the school conclude the stations worked? Use the table's numbers in your answer.
Show worked solution
Not on that evidence alone. The four baseline weeks ranged from 1,140 to 1,270, a spread of 130, so a count of 1,150 sits inside the ordinary week-to-week variation: it is below the baseline mean of 1,200 but above the lowest baseline week, 1,140, which was counted before any station existed. One week proves little either way; the school would need several weeks of counts, compared with the baseline average and range, and would still need to ask whether anything else changed, such as fewer lunches sold or bottles going into trash cans instead.
Problem 7
Describe one difference between how you find the main idea in a visual item and how you find it in an oral item.
Show worked solution
In a visual item the main idea is signaled by placement, size and image: what is largest, what the picture shows, what the caption asks. In an oral item it is signaled by order and emphasis: what the speaker opens with, repeats, or ends on, and because you cannot reread, listening twice and noting numbers on the second pass is part of the method.
Problem 8
The custodian's Week 4 count slip is a primary source document. Check it against the table, and explain one thing it clarifies about the issue that the poster, the table and the announcement do not.
Show worked solution
430 + 402 + 438 = 1,270, which matches the table's Week 4 count, so the table's figure is traceable to a record made on the day by the person who counted. The slip clarifies that the table's exclusion rule was actually followed and that it mattered: the custodian set aside at least two bags of bottles from the gym, so the school's bottle waste that week was larger than 1,270. None of the other three items shows that uncounted bottles actually existed. Because it is a single week's record, it cannot explain why the counts varied from week to week.