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- 9. The day Anna was born, her father invested P5000 at 9% converted quarterly. Find the value of the fund on the girl's eighteenth birthday. 10. Find the simple interest on P6,300 at 9% from April 5 to Oct 12, 2022 using the following a) Exact time and Ordinary interest b) Exact time and Exact interest c) Approximate time and Ordinary interest d) Approximate time and Exact interestI need help figuring out which table to use in this question. Either: compound value, present value, amount of annuity, present value of annuity, or sinking fund. With the answer being $303.65. On February 11, Peg Carry borrowed $25,000 at 2.65% interest. Interest and principal are due on July 26. What is the interest cost? Use an ordinary method (360 days).Your friend has a trust fund that will pay her the following amounts at the given interest rate for the given number of years. Calculate the current (present) value of your friend’s trust fund payments. (Click here to see present value and future value tables) Amount ofYearly Receipt Rate Time Current Value $5,800 8% 5 years $fill in the blank 1 $11,700 12% 10 years $fill in the blank 2 $18,000 10% 16 years $fill in the blank 3 $23,000 15% 20 years $fill in the blank 4
- When you were born, your grandfather established a trust fund for you in the Cayman Islands The account has been eaming interest at the rate of 15% per year f this account will be worth $90,000 on your 23th birthday, how much did your grandfather deposit on the day you were born? Click the icon to view the interest and annuity table for discrete compounding when i 15% per year Choose the correct answer below. OA. $3,618 O B. $2.965 OC. $13,500 O D. $13,335 O E. $3,913 Click to select your answer.please answer (D) Suppose that a woman deposits $10,000 into an investment fund that guarantees to pay 0.5% interest everymonth. That is, interest is compounded monthly at a rate of 0.5% per month. a) What is the nominal annual interest rate? b) What is the effective annual interest rate? c) Assuming that no additional deposits or withdrawals are made, use the appropriate compound interestfactors to determine how much the fund will be worth:i) After 1 year;ii) After 2 years. d) Verify that your answers in parts (b) and (c) are correct by constructing a table or spreadsheet thatshows how the initial deposit will grow over 2 years. At a minimum, your table or spreadsheet shouldinclude a row for each interest period over a 2-year planning horizon and show: the value of in the investment fund at the start of each interest period the amount of interest earned each interest period; and the value of the fund at the end of each interest period.Be sure to briefly explain how your table or…A father wants to set up a bank account that will pay his daughter $16,000 at the end of quarter (EOQ) 4 and $30,000 at EOQ 8. He will fund this account by making quarterly payments of $X from EOQ 1 through EOQ 7. If the quarterly percentage rate is 3%, what is the value of $X that must be deposited into the account? O a. 6,789.396 O b. 6,621.507 O c. 6,240.157 O d. 6,082.880 O e. 6,123.852
- 9. Implied interest rate and period Consider the case of the following annuities, and the need to compute either their expected rate of return or duration. Joshua inherited an annuity worth $6,830.77 from his uncle. The annuity will pay him eight equal payments of $1,100 at the end of each year. The annuity fund is offering a return of Joshua's friend, willie, has hired a financial planner for advice on retirement. Considering Willie's current expenses and expected future lifestyle changes, the financial planner has stated that once Willie crosses a threshold of $1,387,311 in savings, he will have enough money for retirement. Willie has nothing saved for his retirement yet, so he plans to start depositing $25,000 in a retirement fund at a fixed rate of 6.00% at the end of each year. It will take v for Willie to reach his retirement goal.Today is 1/7/2021, John plans to deposit $500 at the beginning of each month into an investment fund. The first deposit will be deposited today. John predicts that the return rate of this fund will be j 2 = 3.2% from 1/7/2021 to 30/9/2021 and j2 = 4.83% from 1/10/2021 to 31/12/2021. What will be balance amount of this account on 31/12/2021? Round your answer to three decimal places.Question 11 Answer a. 3037.527 b. 3038.404 с. 3038.048 d. 3039.408At the time of her grandson's birth, a grandmother deposits $4000 in an account that pays 4% compounded monthly. What will be the value of the account at the child's twenty-first birthday, assuming that no other deposits or withdrawals are made during this period? Click the icon to view some finance formulas. The value of the account will be $ (Round to the nearest dollar as needed.) Formulas In the provided formulas, A is the balance in the account after t years, P is the principal investment, r is the annual interest rate in decimal form, n is the number of compounding periods per year, and Y is the investment's effective annual yield in decimal form. nt A=P(1+1) " P= A (₁.3⁰² Print A=Pet Y Done -1
- Garrett wants to accumulate at least $35,000 by depositing $1,500 at the end of each month into a fund that earns interest at 4.5% compounded monthly. a. How many deposits does she need to make in order to reach her goal? Round to the next payment b. How long will it take Garrett to reach her goal? o year(s) o month(s) Express the answer in years and months, rounded to the next payment periodJames deposits a fixed quarterly amount into an annuity account for his child's college fund. He wishes to accumulate a future value of $60,000 in 12 years. Assuming an APR of 3.3 % compounded quarterly, how much of the $60,000 will James ultimately deposit in the account, and how much is interest earned? Round your answers to the nearest cent, if necessary. PANE Formulas KeypadMs Oksana Doe has just inherited an investment account worth $2,800,000 from her grandparents. The fund earns an annual interest rate of 6%. She plans to make uniform annual withdrawals from the account over the next 25 years. Answer the following two questions: 1. How much will each annual withdrawal be? OA. $223,160 OB. $47,320 OC. $50,960 OD. $232,120 OE. $218,960 2. What will be the balance in the account immediately after making the 8th annual withdrawal? OA. $1,359,698 OB. $1,048,320 OC. $2,294,110 O D. $2,431,991
