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Two diverse basic irregular examples are drawn from two distinct populaces. The primary example comprises of 40 individuals with 22 having a typical trait. The subsequent example comprises of 1900 individuals with 1348 of them having a similar basic characteristic. Analyze the outcomes from a speculation trial of p1 = p2 (with a 0.01 significance level) and a 99% certainty stretch gauge of p1 - p2.

What are the invalid and elective theories for the hypothesistest?

Distinguish the test measurement.

____ (Round to two decimal spots as required.)

Recognize the critical value(s).

____ (Round to three decimal places on a case by case basis. Utilize a comma to isolate answers as required.)

What is the end dependent on the hypothesis test?

The test measurement isn't (in or in) the critical locale, so (neglect to reject or reject) the invalid theory. There is (adequate or inadequate) proof to presume that p1 p2.

The 99% certainty stretch is ____

(Round to three decimal spots as required.)

What is the end dependent on the confidence stretch?

Since 0 isn't (included or remembered) in the span, it demonstrates to (neglect to reject or reject) the invalid theory.

How do the outcomes from the speculation test and the certainty interval think about?

The outcomes are( unique or the equivalent), since the speculation test proposes that p1 (, \leq ,\geq ,= , eq ) p2, and the certainty span recommends that p1 (, \leq ,\geq ,= , eq ) p2.

PART B Candidates should answer any TWO questions from Part 3. Question 2 Set theory, Propositional and Predicate logic a Combinatorics {a} i. Ftewrite the following three sets using the listing method: I A=-[r13+n2+[1)":nEZandU