Estimate the sample size needed to estimate a mean to within $135
with 99%
confidence if the standard deviation is $579.
|
123 |
||
|
71 |
||
|
62 |
||
|
0 |
||
|
244 |
Solution :
Given that,
Population standard deviation =
= 579
Margin of error = E = 135
At 99% confidence level
= 1 - 99%
= 1 - 0.99 =0.01
/2
= 0.005
Z
/2
= Z0.005 = 2.576
sample size = n = [Z
/2*
/ E] 2
n = [ 2.576 * 579 / 135]2
n = 122.06
Sample size = n = 123
Estimate the sample size needed to estimate a mean to within $135 with 99% confidence if...
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