Confidence Interval: You want to find a 93% confidence interval for the true proportion of distracted driving fatalities in Washington State. a. Does this pass the success-failure condition? Yes, this test passes the success-failure condition. No, this test does not pass the success-failure condition. b. Compute the critical value. c. Compute the standard error.

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how do i solve for parts A-F? GIVEN INFORMATION: The Department of Transportation reports that out of all fatal crashes, 6% of the drivers were distracted at the time of the crash. You take a sample of 345 fatal crashes in Washington State and find that 25 of the drivers were distracted.
Confidence Interval: You want to find a 93% confidence interval for the true proportion of distracted driving
fatalities in Washington State.
a. Does this pass the success-failure condition?
Yes, this test passes the success-failure condition.
No, this test does not pass the success-failure condition.
b. Compute the critical value.
c. Compute the standard error.
d. Compute the margin of error.
e. What is the interval?
< p <
f. Based on that interval, does it appear that 6% is a reasonable estimate for the true proportion of
distracted driving fatalities in Washington State?
No.
Yes.
Transcribed Image Text:Confidence Interval: You want to find a 93% confidence interval for the true proportion of distracted driving fatalities in Washington State. a. Does this pass the success-failure condition? Yes, this test passes the success-failure condition. No, this test does not pass the success-failure condition. b. Compute the critical value. c. Compute the standard error. d. Compute the margin of error. e. What is the interval? < p < f. Based on that interval, does it appear that 6% is a reasonable estimate for the true proportion of distracted driving fatalities in Washington State? No. Yes.
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