4. Let X be the lifetime of batteries in hours produced by a manufacturer. A random sample of n =10, of these batteries give the following lifetime in hours: 800 780 810 805 795 809 790 792 785 786 Assuming that the distribution of the lifetime of batteries is approximately normally distributed, find a 95% confidence interval of u. [787.714 < µ<802.685]

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4. Let X be the lifetime of batteries in hours produced by a
manufacturer. A random sample of n =10, of these batteries
give the following lifetime in hours:
800 780 810 805 795 809 790 792 785
786
Assuming that the distribution of the lifetime of batteries is
approximately normally distributed, find a 95% confidence
interval of p.
[787.714 < u< 802.685]
Transcribed Image Text:4. Let X be the lifetime of batteries in hours produced by a manufacturer. A random sample of n =10, of these batteries give the following lifetime in hours: 800 780 810 805 795 809 790 792 785 786 Assuming that the distribution of the lifetime of batteries is approximately normally distributed, find a 95% confidence interval of p. [787.714 < u< 802.685]
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