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15 Jan 2024, 10:53
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Dropdown 1: 10 and 11
Dropdown 2: 11 hours
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
35%
(medium)
Question Stats:
77% (01:52) correct
23%
(02:06)
wrong
based on 1107
sessions
History
Date
Time
Result
Not Attempted Yet
The graphic displays a study of the crashes caused due to fatigue as a function of hours of driving. The scale on the horizontal axis represents the number of hours of driving since an 8-hour break from driving. The scale on the vertical axis represents the percentage of crashes, out of total crashes, caused due to fatigue. The line graph represents the most accurate polynomial to quantify the percentage of crashes due to fatigue as a function of hours of driving. The upper rightmost label represents all hours above 12 combined.
On the basis of the information provided, select from each of the drop-down menus the best option.
The maximum increase in the percentage of crashes due to fatigue happens between hours of driving.
The percentage of crashes due to fatigue, estimated by the polynomial, is least accurate for the label representing of driving.
Attachment:
22.jpg [ 37.51 KiB | Viewed 10531 times ]
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Official Answer
Dropdown 1: 10 and 11
Dropdown 2: 11 hours
20 Jan 2024, 14:54
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Official Explanation
I. Between 10 hours and 11 hours, the percentage value increases from 4 to 9; that’s more than 100% increase and the highest of all the intervals.
Hence, 10 and 11 is the correct answer choice.
II. The label that lies most away from the curve represents 11 hours and approximately 9% of the accidents.
Hence, 11 hours is the correct answer choice.
I. Between 10 hours and 11 hours, the percentage value increases from 4 to 9; that’s more than 100% increase and the highest of all the intervals.
Hence, 10 and 11 is the correct answer choice.
II. The label that lies most away from the curve represents 11 hours and approximately 9% of the accidents.
Hence, 11 hours is the correct answer choice.
19 Feb 2025, 18:50
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NOt able to understand the second questiono? What does least accurate mean? If there is a deviation in the graph, can that mean that it is least accurate?KarishmaB Can you help?
