Your uncle, Jerry, has just won a lottery prize. He has been given two options: (1) a lump sum payment of exist350,000 now, or (2) exist3,000 at the end of each month for the next 15 years. Assume your uncle is able to receive a 5.00 percent annual return compounded monthly for both options. What is the present value of the lump sum option (1)? exist What is the future value when calculating the lump sum option (1)? What is the present value when calculating the monthly payments option (2)? exist What is the payment value when calculating the monthly payments option (2)? exist What is the number of periods when calculating option (2)? Which of the two options will result in your uncle receiving the most money overall? (Type "A" for the lump sum payment (1), and "B" for the monthly payments option (2)) What should an annual interest rate be for your uncle to be indifferent towards the two options? Assume the two options start at the same time. %