You took a poll of randomly selected 1,003 employees to ask how they feel about reversing the policy of working from home and switching to working in the office for the upcoming year. Of those polled, 37.2% of said "office."

1. How many respondents answered "office"? Give the point estimate.
2. Construct a 95% confidence interval estimate (rounded to one decimal digit) of the percentage of all employees who would like to work at the office. Use a critical value of 1.96.
3. Based on the hypothesis test, would you conclude that the majority (more than 50%) of the employees would like to come back to the office? Why or why not?