# Question

A financial advisor claims that less than 50% of adults in the United States have a will. A random sample of 1000 adults showed that 450 of them have a will.

a. At a 5% significance level, can you conclude that the percentage of people who have a will is less than 50%?

b. What is the Type I error in part a? What is the probability of making this error?

c. What would your decision be in part a if the probability of making a Type I error were zero? Explain.

d. Find the p-value for the test of hypothesis mentioned in part a. Using this p-value, will you reject the null hypothesis if α = .05? What if α = .01?

a. At a 5% significance level, can you conclude that the percentage of people who have a will is less than 50%?

b. What is the Type I error in part a? What is the probability of making this error?

c. What would your decision be in part a if the probability of making a Type I error were zero? Explain.

d. Find the p-value for the test of hypothesis mentioned in part a. Using this p-value, will you reject the null hypothesis if α = .05? What if α = .01?

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