An electric company wishes to estimate the true mean lifetime of its bulbs. It desires to be 98% sure that the true mean is estimated within 25 hours. If the lifetimes have standard deviation 150 hours, how many bulbs must be tested to achieve the desired accuracy?

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An electric company wishes to estimate the true mean lifetime of its bulbs.

It desires to be 98% sure that the true mean is estimated within 25 hours. If the lifetimes have standard deviation 150 hours, how many bulbs must be tested to achieve the desired accuracy?

Times New Rom - 22 - A A Aav
AaBbC AABBC AaBbC AaBbC AABBC AaBbC
IU ab
x, x A
-三三=| m、|、出
T Heading 1 T Heading 2 Tading 3 T Heading 4 T Heading 5 T Norm
Font
Paragraph
Styles
SOME COMMON VALUES OF Z*
Confidence Level
Tail Level
Z*
60%
.20
.84
80%
.10
1.28
90%
.05
1.645
95%
.025
1.96
96%
.02
2.05
98%
.01
2.33
99%
.005
2.576
DFocus
search
Transcribed Image Text:Times New Rom - 22 - A A Aav AaBbC AABBC AaBbC AaBbC AABBC AaBbC IU ab x, x A -三三=| m、|、出 T Heading 1 T Heading 2 Tading 3 T Heading 4 T Heading 5 T Norm Font Paragraph Styles SOME COMMON VALUES OF Z* Confidence Level Tail Level Z* 60% .20 .84 80% .10 1.28 90% .05 1.645 95% .025 1.96 96% .02 2.05 98% .01 2.33 99% .005 2.576 DFocus search
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