A community’s Recreation Department is trying to convince City
Council to fund more physical fitness programs. They show a report
to the council that claims that less than 35% of the community’s
residents can pass a physical fitness test. City Council is facing
budgetary constraints and is unsure whether or not the reports
results are trustworthy (they think their residents are in better
shape that that!). However, they agree to fund more physical
fitness programs if the Recreation Department can present
convincing evidence in support of the report’s findings.
The Recreation Department recruited a simple random sample of 80
community residents and had them all try the physical fitness test
- 25 of them passed. What is the P-value of the appropriate
hypothesis test?
A. 0.2420
B. 0.2358
C. 0.7032
D. 0.7580
E. 0.4840
Let p denotes the true proportion of community’s residents who can pass a physical fitness test.
ans-> A) 0.2420
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