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- A man bought an eqpt costing P500k payable in 20 semi annual payments with i = 12% , determine each installment if payment is made: (a) 1 year after & (b) at the beginning of each period. What are its corresponding future valueFind the net present worth of the following cash flow series at an interest rateof 8%. End of Period Cash flow 0 - $1,000 1 - $2,000 2 $3,000 3 $4,500 4 $1,500Compute for the future worth of the sample. If you are the one, will you decide the same? Why? What is the present worth of ₱3000 deposited quarterly for 5 years if the interest is 10% compounded monthly? Adding sensitivity to the analysis - the deposit is made quarterly and yet the interest is compounded monthly. First solve the equivalent rates following the period of annuity, which is quarterly.
- A(n) 16-year bond has a coupon of 6% and is priced to yield 13%. Calculate the price per $1,000 par value using semi-annual compounding. If an investor purchases this bond two months before a scheduled coupon payment, how much accrued interest must be paid to the seller? The price of the bond, PV, is $nothing. (Round to the nearest cent.)A farmer bought a farm and he paid 10, 000 php downpayment and agreed to pay the remaining 2 000 at the end of each 6 months for 5 years. He failed to pay the first 5 payments. At the end of 3 years, he is required to pay by the seller the entire debt consisting of his accumulated and future liabilities, otherwise the farm would be foreclosed by the seller. What must he pay if money is worth 12 % compounded semi-anually.Question 888 M A mining company CEO wants to help provide college education for the daughter of a high performance underground worker. He can afford to invest $750/yr. for the next 4 years, beginning on the student’s fourth birthday. He wishes to give the future student $5,000 on her 18th, 19th, 20th, and 21st birthdays, for a total of $20,000. Assuming 6% interest, what uniform annual investment will he have to make on the girl’s 8th through 17th birthday? show all steps clearly Full explain this question and text typing work only thanks
- Jack plans to expand his firm 6 years from now so he plans to makequarterly deposits of P100,000 in a bank account for 5 years. If the deposits will bemade at the start of the periods, how much money can he withdraw to start theexpansion by the end of the 6th year if the money earns an interest of 15% compoundedsemi-annually? Show full solutionj.A house and lot can be acquired by a down payment ofP500,000 and a yearly payment of P100,000 at the end ofeach year for a period of 10 years, starting at the end of 5years from the date of purchase. If money is worth 14%compounded annually, what is the cash price of theproperty? include a non-excel cash flowThe financial officer of a construction company that has just made a net profit of$45,000 on a building construction contract wants to deposit enough of theearnings into an interest-generating fund so that she will have $100,000 topurchase a new power-shovel. The existing power-shovel is three years old andwill have to be discarded when it is 18 years old. How much must the financialofficer deposit if she can earn 7% interest compounded quarterly on herinvestment?
- A farmer bought a farm and he paid P 10,000 downpayment and agreed to pay the remaining by P 2,000 at the end of each 6 months for 5 years. He failed to pay the first 5 payments. At the end of 3 years, he is required to pay by the seller the entire debt consisting of his accumulated and future liabilities, otherwise the farm would be foreclosed by the seller. What must he pay if money is worth 12% compounded semi-annually.a man inherited a regular endowment of p100,000 every end of 3 months for 10 years. however, he may choose to get a single lump of 3702939.8 at the end of 4 years. how much is this lump sum if the cost of money is 14% compounded quarterly?5. Solve for F, given that P—$1999,99, i=1.43% and n=1 and three-fourths years. 6. A bank charges an interest rate of 7%. An engineer wants to loan an amount ofFhp 1,000,000 to start his construction business from January 06, 2022 to December 30,2022. Determine the difference of future worth of ordinary simple interest and exact simpleinterest.