How much will Bill Rodgers need to invest today so that he may withdraw $7,000 each year for the next 9 years, assuming a rate of 11 percent compounded annually? (Use the tables in the textbook.) O a. $38,597 O b. $38,759 O c. $41,322 O d. $41,233 Question 22 of 23

QUESTION 9 Two years ago, Donald invested $1,560.00. He has earned and will earn compound interest of 8.76 percent per year. If Virginia invests $1,640.00 in 1 year from today and earns simple interest, then how much simple interest per year must Virginia earn to have the same amount of money in 6 years from today as Donald will have in 6 years from today? Answer as an annual rate. O A rate equal to or greater than 38.20% but less than 58.20% O A rate less than 17.73% or a rate greater than 60.11% O A rate equal to or greater than 18.69% but less than 38.20% O A rate equal to or greater than 17.73% but less than 18.69% O A rate equal to or greater than 58.20% but less than 60.11%

Question 11 Find the monthly house payment necessary to amortize the following loan. In order to purchase a home, a family borrows $70,000 at 12% for 15 years. What is the monthly payment? $840.12

QUESTION 31 After he retires, Dewey would like to be able to withdraw $1,250 every week for a total of 30 years after he retires. If the account earns 5% interest, how much will Dewey need in his retirement account when he retires? Give your answer to the nearest dollar. Summarize the information provided, stating the interest rate in a decimal form. d = r = k = N = Identify the formula you will use to solve by writing the letter of the formula here: A. A = Po(1 + rt) B. PN = Po(1 + /k) Nk C. PN = d((1 + /k)Nk – 1) ("/k) %3D D. Po = d(1 - (1 +/k¬Nk) + ("/k) Solve the problem and give your answer here:

MATHEMATICS OF FINANCE QUESTION John deposits RM10,000 at the beginning of each year for ten years, into a financial instrument offering dividend rate of 10% per year. He then withdraws annualized level payments of P starting at the beginning of eleventh year and continuing for 15 years later, at dividend rate of 5% per year. At the end of 25 years, the fund balance remains zero. a. Calculate the present value of the annualized deposits he makes. b. Calculate the annualized level payment of withdraw, P. c. Determine the balance of the fund at the end of 15 years starting from the year he makes his first deposit, just before the next sixth withdraw is being made

Question 1 Today is 22th March 2020. Jane just purchased a 180-day $100,000 bank bill at a simple interest rate. The purchase price is $98,500. She sold this bank bill on 24th May 2020 at 3.98% p.a. simple interest rate. a)       What is the implied per annual simple interest rate for her purchasing (expressed as a percentage and rounded to three decimal places)?   Select one: a. 0.076 b. 0.032 c. 0.031 d. 0.088   Question 2   Today is 22th March 2020. Jane just purchased a 180-day $100,000 bank bill at a simple interest rate. The purchase price is $98,500. She sold this bank bill on 24th May 2020 at 3.98% p.a. simple interest rate. b)      What is her selling price (rounded to four decimal places)?   Select one: a. 98740.2903 b. 98634.0935 c. 98846.7161 d. 99317.7280   Question 3   Today is 22th March 2020. Jane just purchased a 180-day $100,000 bank bill at a simple interest rate. The purchase price is $98,500. She sold this bank bill on 24th May 2020 at 3.98% p.a. simple interest…