A battery pack used in a medical device needs to be recharged
about every 5 hours. A random sample of 20 battery packs is
selected and subjected to a life test. The average life of these
batteries is 5.05 hours with standard deviation ? = 0.3 hours.
Assume that battery life is normally distributed. Is there evidence
to support the claim that mean battery life is more than 5 hours?
Use ? = 0.01.
a. Write the appropriate hypothesis.
b....
A battery pack used in a medical device needs to be recharged
about every 5 hours. A random sample of 20 battery packs is
selected and subjected to a life test. The average life of these
batteries is 5.05 hours with standard deviation ?=0.3 hours. Assume
that battery life is normally distributed. Is there evidence to
support the claim that mean battery life is more than 5 hours? Use
?=0.01.
a. Use P-value approach to test the hypothesis.
b. Use...