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- Question 4 > What present value amounts to $14,950.78 if it is invested for 7 years at 9% compounded every 2 months? The present value is $ (Round to 2 decimal places.) Aloxt Ouostion6.A man invests P10,000 now for the college education of his 2-year old son. If the fund earns 14% effective, how much will the son get each year starting from his 18th to 22nd birthday? 7.Determine the present worth and the accumulated amount of an annuity consisting of 6 payments P120,000 each, the payment are made at the beginning of each year. Money is worth i5% compounded annually. 8.Calculate the present value on January 1, 20X0 of a perpetuity paying S1,000 at the end of each month starting from January 20XÒ. The monthly discount rate is 0.8%. 9. Maintenance cost for a new piece of manufacturing equipment is expected to be $5,000 in the first year and increase $250 per year for every year thereafter. If the cost of funds is 10%, what is the present worth cost of maintenance for the next 5 years? 10. Determine the present worth and the accumulated amount of an annuity consisting of 6 payments P120,000 each, the at the beginning of each year. Money is worth 15% compounded…QUESTION 2 1. You need $30,000 to buy a new Air-Con for your house in 4 years. What value you must have now if the compounded annually return is 10%. 2. Your father placed $50,000 in a trust fund for you. In 12 years what will be the worth of the savings. If the estimated rate of return on the trust fund is 7%?
- N 1. You need $3,000 to buy a new stereo for your car in 3 years. What value you must have now if the compounded annually return is 10%. 2. Your grandfather placed $5,000 in a trust fund for you. In 12 years what will be the worth of the savings. If the estimated rate of return on the trust fund is 8%?+Suppose $5,000 is invested at an annual interest rate of 7%. Compute the balance after10 years if the interest is compounded:a. Annuallyb. Quarterlyc. Monthlyd. ContinuouslyPlease try to solve in 20 minute Your client plans to invest $2000 at the end of each year. The rate of return on the investment is 7.5% compounded annually. What will be the value of the investment at the end of 12 years?
- Q2. You borrowed 10,000$ to finance a small irrigation project in a village. Your agreement with the bank was to pay the amount in 5 years at 10% interest rate and that the payments will follow a gradient cash flow series starting from 1,500$ as first payment at year 1. You are asked by your financial manager to calculate the remaining four payments.f you have only $750 on January 1, 2019, what interest rate, compounded annually for3 years, must you earn to have $1,000 on January 1, 2022?Choose the Best Answer. Compute the equivalent rate of 5% compounded semi-annually to a rate compounded quarterly. A . 5.96% B. 5.89% C. 4.97% D. 4.37%
- 6)Mr. Rambo wants to save for a new pickup that he expects will cost 1,900,000 four and one-halfyears from now. How much money will he have to save each year and deposit in a savings accountthat pays 6.25% per year, compounded annually, to buy the car in four and one-half years? Drawcash flow diagramPlease solve all three problem I will give you thumbs up. Problem 1 Mrs. Doe deposits $100 into a saving account that earns interest at %12 a year compounded monthly. How much interest will be earned during: 1) the first year; 2) the second year. Problem 2 Find the compound interest earned on the investment of $100 for 5 years at a nominal rate of 5% compounded with frequencies: annual, semi-annual, quarterly, monthly, weekly and daily. Problem 3 Mr. Doe can buy a car for $50,000 cash or payments of $35,000 down and $25,000 in 5 years. If he can earn interest at 10% a year compounded weekly, which plan is better?UPVOTE WILL BE GIVEN. PLEASE WRITE THE COMPLETE SOLUTIONS AND DRAW THE CASH FLOW DIAGRAM. NO LONG EXPLANATION NEEDED. Find the uniform annual amount that is equivalent to a uniform gradient series in which the first year’s payment is $25,000, the second year’s payment is $30,000, the third year’s payment is $35,000, and so on, and there are a total of 20 payments. The annual interest rate is 8%.