1. A student recreation groups
wants to demonstrate that the average number of
days
per week that students do team sports activities (practice and actual
competition)
is less than 1.5 days per week. They collect the following random
sample
of values (days of exercise from the previous week). Use this information
and perform
the hypothesis test for the student group.
(1) Show
H0 and H1.
(2) Label
and show the diagram you use to make a decision along with
computations.
(3) Make
a decision and interpret it in the context of this situation.
Test
at the 0.10 level and make any necessary distribution assumptions.
3. A clerical organization
wants to demonstrate that the average time to complete a
task
since the advent of office computers is less than the old average of 15.66
minutes.
They collect the following random sample of completion times from the
last
month. Use this information and perform the hypothesis test for the clerical
group.
(1) Show
Ho and H1.
(2) Label
and show the diagram you use to make a decision along with
computations.
(3) Make
a decision and interpret it in the context of this situation.
Test
at the 0.01 level and make any necessary distribution assumptions.
4. A clerical organization
wants to demonstrate that the average number of times
that
people redo (proof, correct and reprint) office memos since the advent
of
office
computers is more than the old average of 1.34 times. They collect the
following
random sample of values (redos from the last month). Use this
information
and perform the hypothesis test for the clerical group.
(1) Show
Ho and H1.
(2) Label
and show the diagram you use to make a decision along with
computations.
(3) Make
a decision and interpret it in the context of this situation.
Test
at the 0.05 level and make any necessary distribution assumptions.
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