Situation B: Seattleand Miami are two of the rainiest cities in the UnitedStates. Last year, it rained in Seattle on 149 days, and itrained in Miami on 135 days. Treating each year as a randomsample of 365 days, conduct a hypothesis test to determine whetherthe proportion of rainy days is greater for Seattle (City #1) thanit is for Miami (City #2). Use the .05 level ofsignificance.

(a) Formulate the hypotheses for the test,(b) Suppose the value of the test statistic is 1.50. Find the p-value for the test, (c) Based on this p-value, whatshould we conclude?

Group of answer choices for (c)

We should reject H₀. The data doindicate that the proportion of rainy days is greater in Seattlethan in Miami.

We should not reject H₀. The dataindicate that the proportion of rainy days is greater in Seattlethan in Miami.

We should not reject H₀. The datado not indicate that the proportion of rainy days isgreater in Seattle than in Miami.

We should reject H₀. The datado not indicate that the proportion of rainy days isgreater in Seattle than in Miami.

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