Suppose a City Official Conducts a Hypothesis Test to Test

Suppose a city official conducts a hypothesis test to test the claim that the majority of voterssupport a proposed tax to build sidewalks. Assume that all the conditions for proceeding with aone-sample test on proportions have been met. The calculated test statistic is approximately 1.40with an associated p-value of approximately 0.081. Choose the conclusion that provides the bestinterpretation for the p-value at a significance level of?=0.05

A) The p-value should be considered extreme; therefore the hypothesis test proves that the null hypothesis is true.
B) If the null hypothesis is true, then the probability of getting a test statistic that is as extreme or more extreme than the calculated test statistic of 1.40 is 0.081. This result is surprising and
Could not easily happen by chance.
C) If the null hypothesis is true, then the probability of getting a test statistic that is as extreme or more extreme than the calculated test statistic of 1.40 is 0.081. This result is not surprising and
Could easily happen by chance.
D) None of these.