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- The annual maintenance cost of a generator is P1000 after 1 year and it is estimated to increase by 4% each year for the subsequent 7 years. Find the present worth of the maintenance cost if the rate of interest is 15% compounded annually.The maintenance expense on a machine is expected to be P75, 000.00 during the first year and to increase P20, 000.00 each year for the following ten (10) years. What present sum of money should be set aside now to pay for the required maintenance expenses over the ten-year period? (Assume 8% compound interest per year)An annual maintenance cost of a generator is P1000 after two years and it is estimated to increase by 10% each year for the subsequent 7 years. Calculate the total maintenance cost 2 years after the last payment.
- The maintenance on a machine is expected to be P3,500, P7,000, P10,500, and 14,000 for the second, third, fourth, and fifth year, respectively. Then the present equivalent value at the beginning of the first year if the interest is 6% per year is Blank 1. Blank 1 Add your answerThe annual cost of a certain service is $36,000 at EOY 1 which decreases by 5.5% per year for a period of 12 years. If the interest rate is 5.5% per year, what is the present equivalent of the annual cost at the beginning of year 1?The maintenance of a room air conditioner is expected to be P 200,000 at the end ofthe first year and is expected to increase P 10,000 each year for the following 7 years. Assuming rate of interest at 8%, compute: A) The sum of money to be set aside now for the future maintenance of the roomB) The equivalent uniform annual maintenance cost
- A house costs 136000. It is to be paid off in exactly ten years with monthly payments of 1678.94. What is the APR of this loan.Annual maintenance cost for a machine is ₱25,000 for 6 years. Interest rate is 6%. If the maintenance cost is to increase 10% each year, what is the present worth of all the maintenance costs?The maintenance cost of a machine this year is expected to be P5, 000. The cost will increase P1, 000 each year for the subsequent 4 years. The interest is 15% compounded annually. What is the approximate worth of maintenance for the machine over the full 5 years?