Assume that the significance level is alpha equals ?=0.01. Use
the given information to find the? P-value and the critical?
value(s).
The test statistic of z equals=1.63 is obtained when testing the
claim that p greater than p>0.9.
At 99.99 level of confidence (which is same as alpha being 0.01),
The critical value of Z, Zc = 2.58
We have the test statistic equal to 1.63
P-value = P(Z>1.63) + P(Z<-1.63) = 2*P(Z<-1.63) = 2*0.0516 = 0.1032
Claim: H0 : p<=0.9 and Ha: p>0.9
As the P-value is greater than alpha we cannot reject the null hypothesis
So, the claim that p>0.9 cannot be true
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