Suppose that during the 1900s, the mortality rate for lung cancer was thirty-four per 35000 people. At the turn of the twenty-first century, following the establishment of newer treatments and improvements in public health advertising, a random sample of 10000 people showed only nine deaths from lung cancer per 35000 people. Test at the 0.1 significance level whether these data are proof of a decrease in the mortality rate for lung cancer.

What are the hypothesis? Round answers to four decimal places.

H₀: p Answer >=<== Answer

H₁: p Answer <> Answer

2. What is the critical value associated with the level of significance, which is used in the decision rule? (Round to two-decimals. If this is a two-tailed test, provide a positive value)

Critical Value = Answer

3. What is the calculated statistic? (Round your final answer to three-decimals.

Test Statistic = Answer

4. What is your decision?

Answer RejectDo not reject H₀. There Answer is enoughis not enough information to prove a decrease in the mortality rate for lung cancer, at the 0.1 significance lev