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Three different people take simple random samples of size 400 from a box of 100,000 tickets, each marked 0 or 1, without knowing its contents. The number of 1's in the first sample is 72. In the second, it is 84. In the third, it is 98. Each person estimates the SE by the bootstrap method.    Options: 0.081, 0.02, 0.245, 0.18, 0.384, 0.022, 0.43, 0.077, 0.407, 0.21, 0.086, 0.019   The first person estimates the percentage of 1's in the box as, _________ and figures this estimate is likely to be off by give or take _______ The second person estimates the percentage of 1'

Three different people take simple random samples of size 400 from a box of 100,000 tickets, each marked 0 or 1, without knowing its contents. The number of 1's in the first sample is 72. In the second, it is 84. In the third, it is 98. Each person estimates the SE by the bootstrap method.    Options: 0.081, 0.02, 0.245, 0.18, 0.384, 0.022, 0.43, 0.077, 0.407, 0.21, 0.086, 0.019   The first person estimates the percentage of 1's in the box as, _________ and figures this estimate is likely to be off by give or take _______ The second person estimates the percentage of 1'

MATLAB: An Introduction with Applications
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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Three different people take simple random samples of size 400 from a box of 100,000 tickets, each marked 0 or 1, without knowing its contents. The number of 1's in the first sample is 72. In the second, it is 84. In the third, it is 98. Each person estimates the SE by the bootstrap method. 

 

Options:

0.081, 0.02, 0.245, 0.18, 0.384, 0.022, 0.43, 0.077, 0.407, 0.21, 0.086, 0.019
 
The first person estimates the percentage of 1's in the box as, _________ and figures this estimate is likely to be off by give or take _______
The second person estimates the percentage of 1's in the box as, _________ and figures this estimate is likely to be off by give or take ________
The third person estimates the percentage of 1's in the box as, _________ and figures this estimate is likely to be off by give or take __________
Fill in the blanks with the options given
 
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