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- Compute for the iEff/semi-annual and iEff/year9% Compounded quarterlyPayment made every 6 months and Payment made every yearTopic: Annuities 1. A man paid 10% down payment of ₱200,000.00 for a house and lot and agreed to pay the 90% balance on monthly instalments for 60 months at an interest rate of 15% compounded monthly. Compute the amount of monthly payment. (Ans: ₱42,821.87) 2. How much must be deposited at 6% each year beginning January 1, year 1, in order to accumulate ₱5,000.00 on the date of the last deposit, January 1, year 6? (Ans: ₱717.00) 3. Money borrowed today is to be paid in 6 equal payments at the end of 6 quarters. If the interest is 12% compounded quarterly, how much was initially borrowed if quarterly payments is ₱2,000.00? (Ans: ₱10,834.38) 4. Maintenance cost of an equipment is ₱20,000.00 for 2 years, ₱40,000.00 at the end of 4 years and ₱80,000.00 at the end of 8 years. Compute for the semi-annual amount that be set aside for this equipment. Money worth 10% compounded annually. (Ans: ₱7,425.00) 5. A man agreed to pay the loan he is borrowing from the bank in six equal end-of-the-year…Compute for the iEff/bimonthly and iEff/monthly 15% Compounded semi-annually.
- What is the Single Payment Compound Amount Factor at 10% interest rate? a 0.909 b 1.000 c 0.099 d 1.100q. What is the present worth of a 3-year annuity paying3,500.00 at the end of each year, with interest at 8%compounded annually? include a non-excel cash flowA total of $54,000 is borrowed and repaid with 48 monthly payments, with the first payment occurring one month after receipt of the $54,000. The stated interest rate is 8.50% compounded quarterly. What monthly payment is required? Please answer correct calculation asap plz Don't answer by pen paper plz
- A store is expected to generate $10,000 in earnings next month. How much earnings will be accumulated by the end of the year if the earnings are projected to grow by 30 basis points (0.3%) each month, and if the interest rate is 3.72% APR compounded monthly?PLEASE ANSWER THIS NOT IN EXCEL. THANK YOU! Sarah loans an amount from a bank and promise to pay at the end of 8 years and 5 months all her debt amounting to P305,822 at an interest rate of 10.115% compounded bi-monthly, determine the following: Effective interest rate, % Amount loaned.Many persons prepare for retirement by making monthly contributions to a savings program. Suppose that $2,600 is set aside each year and invested in a savings account that pays 8% interest per year, compounded continuously. a. Determine the accumulated savings in this account at the end of 23 years. b. In Part (a), suppose that an annuity will be withdrawn from savings that have been accumulated at the EOY 23. The annuity will extend from the EOY 24 to the EOY 32. What is the value of this annuity if the interest rate and compounding frequency in Part (a) do not change?
- The nominal interest rate is 4% per year, but compounded quarterly. What is the effective annual rate? 4.000% 4.400% 4.136% 4.336% 4.060%23- Obtain effective annual rates equivalent to a nominal rate of 240% p.a. with the following compounding periods. a) monthly b) quarterly c) semiannualAssume you receive a $10,000 payment at year 4. The interest rateequals 6%, compounded annually. The appropriate CFD is: