John-X Corporation borrowed P9,000 from Bell-Z Corporation on Jan. 1, 1978 andP12,000 on Jan. 1, 1980. John-X Corporation made a partial payment of P7,000 onJan. 1, 1981. It was agreed that the balance of the loan would be amortized by twopayments, one on Jan. 1, 1982 and the other on Jan. 1, 1983, the second being 50%larger than the first. If the interest rate is 12%, what is the amount of first payment?

Given, Interest rate, i = 12% Amount borrowed on Jan. 1, 1978 = P9000 Amount borrowed on Jan. 1,…

Answered: John-X Corporation borrowed P9,000 from…

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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Similar questions

Mr. Santos borrowed P30,000.00 two years ago. The terms of the loan are 8% interest for 8 years with uniform payments. He just made his second annual payment. How much principal does he still owe?
A corporation sold an issue of 20-year bonds, having a total face value of P10,000,000 for P9,500,000. The bonds bear interest at 16% payable semi annually. The company wishes to establish a sinking fund for retiring the bond issue and will make semi annual deposits that will earn 12%, compounded semi annually. Compute the annual cost for the interest and redemption of these bonds.
4. An equipment costing P250,000 has an estimated life of 15 years with a book value of P30,000 at the endof the period. Compute the depreciation charge and its book value after 10 years using sinking fund methodassuming i = 8%. WITH CASH FLOW DIAGRAM
1. Mr. Nara borrows P600,000 at 12% compounded annually agreeing to repay the loan in 15 equal payments. How much of the original principal is still unpaid after he has made the 8th payment? 2. The present value of an annuity of “P” pesos payable annually for 8 years, with the first payment at the end of 10 years, is P187,481.25. Find the value of “P” if money is worth 5% 3. Find the present value of an annuity of P30,000 payable annually for 10 years with the first payment at the end of the 10th year, if the money is worth 8% compounded annually.
1. An engineer purchased a bond for ₱1M. This pays an interest of ₱50,000.00 each year for 20 years, thereafter on the maturity, will return the original investment. If there is a 2% annual inflation during this period, what rate of return will the engineer receive after considering the effect of inflation?
A corporation sold an issue of 20 year bonds, having a total face value of P10M for P9.5M. The bonds bear interest at 16% payable semiannually. The company wishes to establish a sinking fund for retiring the bond issue and will make semiannual deposits that will earn 12% compounded semiannually. Compute for the annual cost for interest and redemption of these bonds.
Find the answers of the following: 1. Mr. Reyes borrows P600,000 at 12% compounded annually agreeing to repay the loan in 15 equal annual payments. How much of the original principal is still unpaid after he has made the 8th payment? 2. The purchased price of the equipment is P12,000 and its estimated maintenance costs are P500 for the first year, P1,500 for the second year, and P2,500 for the third year. After three years of use the equipment is replaced, it has no salvage value. Compute the present equivalent cost of the equipment using 10% interest. (capitalized cost) 3. Determine the present worth and the accumulated amount of an annuity consisting of 6 payments of P120,000 each. The payment are made at the beginning of each year and money is worth 15% compounded annually.
Miw deposited P15, 000 each year for 10 years, how much annuity can Miw get annually from the bank every year for ten years starting one year after his last deposit. Rate of interest is 8%.
2. Your friend made an investment of P 45,000.00 for 60 days at 15% simple interest. If withholding tax is 20%, what is the net interest that he will receive at the end of two months?
Engr. Graziella loans an amount of P150,000 at 8% effective annual interest. She agreed to pay the loan over 15 years with a uniform monthly payment due on the first day of each month. What will be the monthly payment of Engr. Graziella?
Lukas Center acquired a new Laser Machine worth ₱580,000.00. The center plans to pay 35% advance payment and the balance by quarterly payments for 7 years. Money is worth 9% converted quarterly. a. How much is the balance that must be amortized every three months? b. How many quarterly payments must be made to settle the obligation? c. Cost of the quarterly payments?
ENGINEERING ECONOMICS Dr. Max borrowed P3, 500, 000 at 8% for 10 years. The loan stipulated that the following payments have to be made: P150, 000 at the end of the 1styear to the 3rd year; P200, 000 at the end of the 4th to the 5th year; P300, 000 at the end of the 6th to the 7th year; P400, 000 at the end of the 8th to the 9th year; and a final payment at the end of the 10th year. What should be the amount (Q) of the final payment?

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