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a relief fund was set up in New York to collect donations for the families affected by recent storms. A random sample of 200 people
a relief fund was set up in New York to collect donations for the families affected by recent storms. A random sample of 200 people who were contacted by telephone shows that 56 of them actually made contribution to the relief fund. A random sample of 200 who received first class mail requests showed that 36 of them actually made contributions to the relief fund.
Is there evidence at 5% level of significance that there is difference in the proportions of people who make donations if contracted by telephone or first class mail?
State the appropriate hypothesis in symbols only. Select one: O a. Ho: p1 = p2 and Ha: p1 P2 O c. Ho: p1 = p2 and Ha: P1 = P2 O d. Ho: p1 = p2 and Ha: P1 # P21Which of the following is the correct denition of p1? O a. For the population of all people in New 'r'ork contacted by phone. p1 represents the proportion who would contribute to the relief fund. For the population of all people in New 'r'ork contacted by phone. p1 is the SE who would contribute to the relief fund. For the population of all people in New 'r'ork contacted by phone. p1 is the 23% who would contribute to the relief fund. Od. For the population of all people in New 'r'ork contacted by phone and first class mail, p1 represents the proportion who would contribute to the relief fund. Complete the condence interval interpretation below by lling in the blanks. Note that here, you should round your percentage to one place after the decimal. Since the assumptions are met. we are 95 as condent that the |:| of all New Yorkers who would contribute to the relief fund after being contacted by phone is between |:| percentage points and |:| percentage points higher than the were contacted by mail. population proportion sample proportion sample number A 95% confidence interval will generally give results consistent with (choose one) Select one: O a. A 2 sided test at the 2.5 % significance level. O D. A 1 sided test at the 5 % significance level. O c. A 2 sided test at the 5 % significance level.Based on your confidence interval, what can you conclude about the hypothesis? Select one: O a. Since 0 is not within this interval, we can conclude Ha. O b. Since 0 is within this interval, we cannot conclude Ha. O c. Since 0 is within this interval, we can conclude Ho. O d. Since 0 is within this interval, we can conclude Ha.Descriptive Statistics Sample N Event Sample p Telephone 200 56 0.280000 Mail 200 36 0.180000 Estimation for Difference Difference 95% Cl for Difference 0.1 (0.018103, 0.181897)Step by Step Solution
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