Thank you so much ahead of time. I really appreciate it. All the help you can give would be great.

A recent pall of and adults in Michigan found that 5356 would approve & ballot measure 10 legalize and Lax marijuana . Without using Re : `. Compute the 25%6 confidence interval . What is the margin of error ?* Is this data strong evidence that all least 5056 of Michigan adults would approve such a ballot measure . State the hypotheses , compute the p-value , and state your conclusion using a complete sentence . Without using R (calculator is allowed! ! { ` . A fair coin is lossed 12 limes . Whill is the probability of getting G heads ? What is the probability of Billing at least 9 heads ?` 17 . A jar contains 5 red and 10 blue chips . Six chips are drawn with replacement . What is the probability of selling 4 red chips?" 3 . Using R: A biased coin has a probability = $ of producing a head . It is lossed 20^times . La!" be the number of heads that result . What is MYY = TIP Do . What Is MY' = ]! ? What is 1|5 = $' = 151% 4. Company H receives a large shipment of parts from Company. A. Company. Baccepts the fact that any large shipment of parts will contain some defective parts . It is willing to accept a shipment that contains at mast !``` defective parts. HI is costly for Company }} to mistakenly reject a shipment that actually meck it's acceptable defective male. So, it requires strong evidence that the defect make exceeds 10% before it decides to reject a shipment . Suppose Company {` examines 20 randomly selected parts from the shipment and finds that ] of them are defective . How strongly does this data support the claim that the defect rate for the entire shipment is greater than 109/} Set up the null and alternative hypotheses in terms of p , the defect rate for the complete shipment . 6 . Find the p-value . Decide whether the company should reject the shipment based on the data . Repeat Exercise ( 4) assuming Company At samples 200 parts and Finds that 30 are defective . The p-value depends not only on the sample proportion , but also on the sample size. Suppose the hypotheses inc { ed :"H HI: 15. 3 and * = 15 . For which of the sample sizes 1 = 20, 100, 200, 500 would this value of $ provide* sufficiently strong evidence forp = ] to lead to reject of the null hypothesis ? Give the p -values in each case along with you answer to the