payment of $8000 due 15 months ago and $6000 due in six months are to be replaced by a payment of $4000 today, a second payment in nine months, and a third payment, there times as large as the second, in 11/2 years. What should the last two payments be if money is worth 4% compounded quarterly?
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payment of $8000 due 15 months ago and $6000 due in six months are to be replaced by a payment of $4000 today, a second payment in nine months, and a third payment, there times as large as the second, in 11/2 years. What should the last two payments be if money is worth 4% compounded quarterly?
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- Two payments of $5,000 are to be received four and eight months from now. a. What is the combined equivalent value of the two payments today if money can earn 6%? b.if the rate of interest money can earn is 4%, what is the payments' combined equivalent value today?A loan of $8000 will be discharged by a cash payment of $3200 now; $1800 at the end of 4 years; $600 at the end of 6 years, and the last payment at the end of 7 years. If money is worth 4% compounded annually, what is the size of the last payment?A payment of $11,620 is due in 2 year, $17,500 is due in 5 years, and $8,350 is due in 7 years. What single equivalent payment made today would replace the three original payments? Assume that money earns 6.50% compounded monthly. Round to the nearest cent
- A scheduled payment of $3,500 due in one year is to be replaced with two payments: the first due in 9 months and the second due in 16 months. Calculate the size of the two payments if the second payment is to be twice as large as the first payment, and money can earn 3% compounded monthly. First payment: $1,171.27 x)Bank X pays 12 per cent and compounds interest quarterly. If Rs 200,000 is deposited initially, how much shall it grow at the end of 6 years? Find effective annual rate (EAR) II. We can make an immediate payment now of Rs 130,000 or pay equal amount of A for the next five years , first payment being payable after 1 year.1) with a time value of money of 12 per cent , what the maximum value of A we would be willing to accept? 2) What maximum value of A we would be willing to accept if the payments are made in the beginning of the year?What payment ten years from now is equivalent to P1,800 six years from now if the interest is 16% compounded (a) annually and (b) monthly? Provide the cash flow diagram for a and b.
- Two payments of $7,500 each must be made three years and six years from now. If money can earn 8.4% compounded monthly, what single payment, four years from now, would be equivalent to the two scheduled payments?What equal payments in 2 years and 4 years would replace payments of $32, 500 and $72, 500 in 7 years and 8 years, respectively? Assume money can earn 3.96% compounded quarterly. Use 8 years as the focal date.A debt of R7000 is to be paid off by a payment of R2000 now, and two equal payments two consecutive years from the second year. If the interest rate is 6% compounded semi-annually, how much is each of the two payments?
- A scheduled payment of $5,500 due in one year is to be replaced with two payments: the first due in 8 months and the second due in 17 months. Calculate the size of the two payments if the second payment is to be twice as large as the first payment, and money can earn 9% compounded monthly. First payment: $0.00 Second payment: Round your answers to the nearest cent $0.00What amount 1.5 years from now is equivalent to $ 7000 due in 8 years, if money can earn 6.2% compounded semi-annually?What is the present value of monthly payments of $1000 for 5 years followed by monthly payments of $500 for 10 years (first payment one month from now) if i = 4.8%?