34 and 35 please?

Use the binary data in worksheet labled DATA34 to answer the next two questions, A recent report about sleep habits of Americans noted that sleep deprivation causes a number of problems, including highway deaths. The report claims that 62% of adult drivers admit to driving while drowsy. Suppose you want to test the hypothesis that more than 62% of the population of night shift workers admit to driving while drowsy. You select a random sample of night shift workers. First state your null and alternative hypotheses and the proceed with the following questions, 34 What is the value of the test statistic? a 1.64 b 1.69 1.74 d 1.80 35 a b Determine the p-value. The p-value is, 0.0363 At a 1% level of significance do not conclude that that more than 62% of the population of night shift workers admit to driving while drowsy 0.0363 At a 5% level of significance conclude that that more than 62% of the population of night shift workers admit to driving while drowsy 0.0673 At a 10% level of significance conclude that that more than 62% of the population of night shift workers admit to driving while drowsy 0.0673 At a 5% level of significance you do not conclude that that more than 62% of the population of night shift workers admit to driving while drowsy Both a and b are correct. Both cand d are correct. d e f