i need these questions answeredall relating to the theory on top of question 1

Part A - Acquiring Wealth (10 points) GfK Roper, Germany's largest market research institute, surveyed people worldwide asking them "How important is acquiring wealth to you?" Of 1535 respondents in India, 1168 said that it was of more than average importance. In the United States, of 1317 respondents, 596 said it was of more than average importance. Question 1 (1 point) In this question, counts follow distributions, which can be approximated by ............. distributions under the following conditions: Hp 2 10 and \"(I p) Z 10 (For this question, please fill the blanks) O Exponential, binomial O Binomial, normal 0 Poisson, normal 0 Normal, exponential Question 2 (2 points) Which of the following assumptions are valid for the two samples? (you can select one or more correct answers) Independence Assumption Randomization Condition 10% Condition Success/ Failure Condition Question 3 (1 point) What proportion of the surveyed people answered that acquiring wealth was of more than average importance in India and the United States, respectively? Question 4 (2 points) V' Saved Which one is a 95% confidence interval for the proportion of people in India who think that acquiring wealth is more of than average importance? Q (0.74, 0.782) O (0761,0782) (0426,0480) 0 Since the standard deviation is not known, the confidence interval cannot be computed. Question 5 (2 points) Which one of the following is a 95% confidence interval for the difference in the proportion of people who thought acquiring wealth was of more than average importance between India and the United States? 0 (030,00), with sample standard deviation of 0.017 for the difference in proportions 0 (027,034), with sample standard deviation of 0.017 for the difference in proportions O (@034), with sample standard deviation of 1.96 for the difference in proportions 0 (027,034), with sample standard deviation of approximately 0 for the difference in proportions Question 6 (1 point) In order to answer the question above, the correct null and alternative hypotheses are: H0 :p= 0.28 and HA :p>0.28. H0: p= 0.28 and HA: p 028 and HA: p =0.28. Question 7 (2 points) The correct value of the appropriate test statistic is: 1.28 O -2.67 2.67 2.53 0000 -1.28 Question 8 (2 points) Regardless of your answer to Question 7, assume that the correct test statistic value for this test is 2.0. What is the corresponding p-value associated with this test statistic value? 0 0.005 0 0.9962 0.0245