According to a​ newspaper, 58​% of high school seniors have a​ driver's license. Suppose we take a random sample of 200 high school seniors and find the proportion who have a​driver's license. a. What value should we expect for our sample​ proportion? b. What is the standard​ error? c. Use your answers to parts​ (a) and​ (b) to complete this​ sentence: We expect​ ____% to have their​ driver's license, give or take​ _____%. d. Suppose we increased the sample size from 200 to 800. What effect would this have on the standard​ error? Recalculate the standard error to see if your prediction was correct.

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According to a​ newspaper,
58​%
of high school seniors have a​ driver's license. Suppose we take a random sample of
200
high school seniors and find the proportion who have a​driver's license.
 
a. What value should we expect for our sample​ proportion?
b. What is the standard​ error?
c. Use your answers to parts​ (a) and​ (b) to complete this​ sentence:
We expect​ ____% to have their​ driver's license, give or take​ _____%.
d. Suppose we increased the sample size from
200
to
800.
What effect would this have on the standard​ error? Recalculate the standard error to see if your prediction was correct.
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