Solve the following problem. 1. Compute for the compound amount and compound interest on 1, 250, 000 principal for 3 years ot 3.3% compounded quarterly.
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- 1. Find the semi-annual payment of a P15,000 debt to be amortized by 5 equal payments at the end of each 6 months at a rate of 15% compounded semi-annually. The first payment is to commence 3 years after. a. P 5,300.75 b. P4,333.65 C. P 5.322.55 d. P4,200.11 2. Using the data in Problem no. 1, construct an amortization schedule showing the principal at the beginning of the year, the annual interest, annual payment and the principal repaid.A debt of $40,000 is repaid over 12 years with payments occurring annually. Interest is 4% compounded quarterly. (a) What is the size of the periodic payment? (b) What is the outstanding principal after payment 6? (c) What is the interest paid on payment 7? (d) How much principal is repaid in payment 7?The principal represents an amount of money deposited in a savings account subject to compound interest at the given rate. Find how much money will be in the account after the given number of years (Assume 360 days in a year.), and how much interest was earned. A = PntP = A = PertY = n - 1Principal: $6500Rate: 7%Compounded: quarterlyTime: 4 years
- A principal of $12, 000 is 3/5th itself invested at \times % interest rate for 5 years. If the same principal was invested for 2 years at an annual compound interest rate of (x+4) %. The interest return amount in dollars equalsO a. $ 4, 147.20 b. $4, 292.30 c. $4,219.80 d. $4,890.4A debt of $36,000 is repaid over 10 years with payments occurring quarterly. Interest is 8% compounded semi-annually. (a) What is the size of the periodic payment? (b) What is the outstanding principal after payment 27? (c) What is the interest paid on payment 28? (d) How much principal is repaid in payment 28?A debt of $39 comma 000 is repaid over 14 years with payments occurring monthly. Interest is 10% compounded semi dash annually. (a) What is the size of the periodic payment? (b) What is the outstanding principal after payment 139? (c) What is the interest paid on payment 140? (d) How much principal is repaid in payment 140? Do not use chat gpt. Thank you!
- Aubrey Daniel’s savings account has a principal of $5,725. It earns 4% interest compounded quarterly for 3 years. For the period indicated, calculate a) the amount and b) the compound interest.If a principal of P3840 earns interest of P204 in 3 years and 5 months, what is the simple interest rate in effect? In 2 decimal places in percent$3,500 is invested in an account that pays 0.5% interest compounded monthly for 3 years. Maturity Value = $__________ Total Amount of Interest Earned = $__________* $3552.88; $52.88 $3588.52; $88.52 $5352.88; $52.88 Other:
- The principal P is invested at the interest rate of r/year for t years. (Use a 365-day year.) P = $110,000, r = 4%, t = 7 1 4 , compounded monthly.Determine i, the compound interest rate.A man bought an equipment costing P65,000 payable in 10 quarterly payments, each installment payable at the beginning of each period. The rate of interest is 24% compounded quarterly. What is the Outstanding principal at the beginning of the period 6. (Hint: Construct an amortization schedule.) a.Php 38,095.416 b.Php 37,095.416 c.Php 36,095.416 d.Php 35,095.416. A debt of P56,000, with interest at 5% compounded monthly, will be discharged, interest included, by monthly payments of P500 for as long as necessary, Find: a. the number of regular payments; b. the outstanding principal after 4 years; c. the final or concluding payment.