We wish to estimate (with 99% confidence) the average amount of time students spend on homework per week. Match each situation's data with the appropriate distribution to use. You may use each answer once, twice, or not at all. E = 16; o = 5; n = 63 ; Data are not normally distributed. ī = 16; s = 0.4 ; n = 17; Data are not normally distributed. E = 14; o = 0.4; n = 17 ; Data are normally distributed I = 14; 8 = 5; n = 63; Data are not normally distributed. > > > >
We wish to estimate (with 99% confidence) the average amount of time students spend on homework per week. Match each situation's data with the appropriate distribution to use. You may use each answer once, twice, or not at all. E = 16; o = 5; n = 63 ; Data are not normally distributed. ī = 16; s = 0.4 ; n = 17; Data are not normally distributed. E = 14; o = 0.4; n = 17 ; Data are normally distributed I = 14; 8 = 5; n = 63; Data are not normally distributed. > > > >
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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![We wish to estimate (with 99% confidence) the average amount of time students spend on homework per
week. Match each situation's data with the appropriate distribution to use. You may use each answer once,
twice, or not at all.
|E = 16; o = 5; n = 63 ; Data are not normally distributed.
I = 16; 8 =
0.4 ; n
17; Data are not normally distributed.
v ī = 14; o = 0.4; n
17 ; Data are normally distributed
14; s =
5; n = 63 ; Data are not normally distributed.
a. You should use the normal distribution (zinterval).
b. You should use student's t distribution (tinterval).
c. Neither the normal distribution or the student's t distribution is an appropriate choice. You could
use bootstrapping.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc9560bc0-240a-49d0-97aa-4e454dcab1a4%2F93527c95-d8a8-4c01-8824-70fb0b1c7d4c%2Fjw5zcs59_processed.jpeg&w=3840&q=75)
Transcribed Image Text:We wish to estimate (with 99% confidence) the average amount of time students spend on homework per
week. Match each situation's data with the appropriate distribution to use. You may use each answer once,
twice, or not at all.
|E = 16; o = 5; n = 63 ; Data are not normally distributed.
I = 16; 8 =
0.4 ; n
17; Data are not normally distributed.
v ī = 14; o = 0.4; n
17 ; Data are normally distributed
14; s =
5; n = 63 ; Data are not normally distributed.
a. You should use the normal distribution (zinterval).
b. You should use student's t distribution (tinterval).
c. Neither the normal distribution or the student's t distribution is an appropriate choice. You could
use bootstrapping.
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