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Official Solution:

If participants read the words without auditory accompaniment at their respective ordinary reading speeds for elementary English text, then the average speed at which the participants of this study ordinarily read elementary English text with words of the same average length as those in this study is closest to



This problem asks us to read the study participants’ average reading time without sound accompaniment from the bar graph, and then to convert that figure into words per minute.

The two average times per word without audio accompaniment in the bar graph—the heights of the two bars in the rightmost pair—are roughly 0.14 and 0.15 second, respectively, so, readers take an overall average of about 0.145 second to read each word. That’s 0.145 second per 1 word, or 1 word per 0.145 second.

Convert to words per minute with standard unit-conversion methods:

\((\frac{1 \ word}{0.145 \ sec}) (\frac{60 \ sec}{1 \ min})= \frac{60}{0.145} ≈ 414\)

words per minute, so the answer is closest to (D) 400 words per minute
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Key concept being tested: Cross-tab inference in Multi-Source Reasoning — specifically, reading quantitative data from a graph and connecting it back to information in the Study Design tab.

MSR questions live and die by how efficiently you move between tabs. The common trap is spending too much time reading everything upfront instead of treating the tabs as a reference you look up when answering each question.

My approach for this passage:

The Study Design tells you participants read one animal-related word per sentence, presented one at a time, with one of four audio tracks. The Results tab gives a bar graph of average reading times (in seconds) for each audio condition — two bars per cluster, one for animal names and one for characteristic sounds. The Hypotheses tab tells you what the researchers predicted.

Question 1 — Reading speed calculation (47% correct):
The Silent condition removes audio interference. From the graph, the Silent condition shows approximately 0.20 seconds per word for animal names. At 0.20 sec/word: 60/0.20 = 300 words per minute. The answer is closest to 300 words per minute.

Question 2 — Yes/No from bar graph (91% wrong — this is the one to get right):
This is where almost everyone goes wrong. The question gives you three sub-questions and asks you to read the exact bars for each comparison. The trap is answering from memory or approximating instead of physically going back to the Results tab for each sub-question and identifying the exact two bars being compared.

For each row: find the specific cluster (Matched/Mismatched/Unrelated/Silent), then find whether you need the light bar (characteristic sound) or dark bar (animal name). Only then decide Yes or No based on which is taller.

Question 3 — "How many of the following are supported by the results":
Check each hypothesis statement against the bar graph direction (taller = longer reading time = slower). The Hypotheses tab tells you what was predicted; the Results tab tells you what actually happened. Match them carefully.

Takeaway: For MSR Yes/No graph questions, treat every sub-question as a fresh lookup — never carry an answer from memory across rows.

— Kavya | 725 (99th percentile), GMAT Focus
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Edskore
Question 1 — Reading speed calculation (47% correct):
The Silent condition removes audio interference. From the graph, the Silent condition shows approximately 0.20 seconds per word for animal names. At 0.20 sec/word: 60/0.20 = 300 words per minute. The answer is closest to 300 words per minute.

This part of the problem underscores the importance of reading graphical data accurately, and not rounding too crudely. The two Silent bars are both very close to halfway between y-axis gridlines 0.10 and 0.20, so it's not reasonable to round these values to 0.10 or 0.20—and doing so will, indeed, give a wrong answer.

If you use any reasonably "intermediate" value for the average time overall—say, 0.14, 0.15, or 0.16 second—then you'll fall far closer to the correct answer than to any of the others.

.

Are you perhaps rounding to 0.20 so that you can get an easy calculation to do by hand? If so, don't forget that you get an on-screen calculator for the Data Insights section! Don't sacrifice accuracy in reading the graph for the sake of hand calculations that you don't even have to do.



Quote:
Question 2 — Yes/No from bar graph (91% wrong — this is the one to get right):
This is where almost everyone goes wrong. The question gives you three sub-questions and asks you to read the exact bars for each comparison. The trap is answering from memory or approximating instead of physically going back to the Results tab for each sub-question and identifying the exact two bars being compared.

For each row: find the specific cluster (Matched/Mismatched/Unrelated/Silent), then find whether you need the light bar (characteristic sound) or dark bar (animal name). Only then decide Yes or No based on which is taller.

Question 3 — "How many of the following are supported by the results":
Check each hypothesis statement against the bar graph direction (taller = longer reading time = slower). The Hypotheses tab tells you what was predicted; the Results tab tells you what actually happened. Match them carefully.

No answers to these?
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Looks like you all are finding Question 2 especially challenging overall!

Remember—on non-quantitative DI problems, you're being tested on the exact specifics in the given information (since there are no "main idea" or "big picture"-type questions in DI, as there are in RC). Comparing specifics in the question prompts—like the colored words below—to their counterparts in the originally given information is going to be crucial:

How much more or less time, on average, did participants take to read the name of an animal with matched audio playing than to read the same name with mismatched audio playing?
(where the given information contains nothing to suggest that you see the same animal name with multiple accompaniments—and in fact says that each sentence is accompanied by exactly one of the four audio options, strongly suggesting that the sentences are NOT in fact repeated.)

...and...

How much more or less time, on average, did participants take to read a sentence containing the name of an animal’s characteristic sound, without audio accompaniment, than to read a sentence containing the name of an animal itself, also without audio accompaniment?
(where the only timings described in the given information are the times required for participants to read individual words, not full sentences. You can also use plain common sense to realize that the time values in the graphs—e.g., 0.15 or 0.2 second—are clearly not the times that anybody would take to read an entire sentence!)

Pay attention to specifics!
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