For questions 1 and 2 I need the correct answer with a written response. For question 3 I ONLY NEED the correct answer, I DO NOT need an explanation. I will give a good rating thank you!

Question 1: explain why the question below may be biased:

"Do you think college athletes should be provided special privileges, such as study sessions with a tutor each day after they have finished practice?"

Question 2: Read the problem and answer both parts A and B below:

The CEO of a large corporation wants to find out which benefit plan is the most popular with employees. Two sampling procedures are being considered. Procedures: 1. Select some employees who have worked for the company for at least 15 years. 2. Use a computer program to randomly select 100 employees from an electronic list of all employees. Part A: Identify the procedure which is more likely to give a representative sample of the population. Part B: Explain why the other procedure might not give a representative sample of the population.According to a random survey, 56% plan to vote for candidate A in an upcoming mayoral election and 44% plan to vote for candidate B. The survey's margin of error is :l:T%. Determine whether the survey clearly projects the winner. Explain your response. 0 The survey does not clearly project the winner, 44%:l:?% = 3?% to 51 % plan to vote for candidate A and 56%i?% = 49% to 63% plan to vote for candidate B. The intervals overlap, so the survey does not cleany project the winner. The survey does not clearly project the winner, up to 56%:|:14% = 42% might vote for candidate A and only 44%:|:14% = 58% might vote for candidate E. The intervals overlap, so the survey does not clearly project the winner. The survey does not clearly project the winner, 56%:lz?% = 49% to 63% plan to vote for candidate A and 44%:|:?% = 3?% to 51% plan to vote for candidate B. The intervals overlap, so the survey does not clearly project the winner. The survey clearly projects that candidate A will win; 55%:|:3.5% = 52.5% to 59.5% plan to vote for candidate A and 44%:i:3.5% = 40.5% to 47.5% plan to vote for candidate B. The intervals do not overlap, so the survey clearly projects the winner