Question: Test whether (p_{1} > p_{2}). Sample data: (x_{1}=28, n_{1}=254), (x_{2}=36, n_{2}=302), where (alpha=0.010). Conduct each test at the (alpha) level of significance by determining (a)

Test whether \(p_{1} > p_{2}\). Sample data: \(x_{1}=28, n_{1}=254\), \(x_{2}=36, n_{2}=302\), where \(\alpha=0.010\).

Conduct each test at the \(\alpha\) level of significance by determining

(a) the null and alternative hypotheses,

(b) the test statistic,

(c) the critical value, 

(d) the P-value. 

Assume that the samples were obtained independently using simple random sampling.

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Hypothesis Testing for p1 p2 well conduct a hypothesis test to see if theres evidence that p1 proportion of successes in population 1 is greater than ... View full answer

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