If I invest PI0,387 today and expect a reimbursement every 6 months with a rate of l1.54% compounded semi-annually for 3 years. How much will I expect to receive every June and Pecember of every
Q: Your friend plans to invest $1,000 per month into an account expected to have an effective annual…
A: Here, EAR is 6.2% Monthly payment (PMT) is $1,000 Required Amount (FV) is $100,000
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A: Future Value of Annuity Due = (1 + r) x P x [{(1 + r)^n} - 1] / r
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Q: How much should I invest today and expect a reimbursement every other month with a ROR of 0.12…
A: Bi-monthly receipt amount (C) = 5822 Annual interest rate = 0.12 Bi-monthly interest rate (r) =…
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A: Future value of annuity = P * ([1 + I]N - 1 )/I where P is the payment amount. I is equal to the…
Q: How much should I invest today and expect a reimbursement every other month with a ROR of 0.1…
A: Annual interest rate = 0.10.1 Bi monthly interest rate (r) = 0.1/6 = 0.016666667 Period = 4 years…
Q: You have $42,180.53 in a brokerage account, and you plan to deposit an additional $5,000 at the end…
A: The future value of annuity helps an investor or an individual to know the future value of their…
Q: How much should I invest today and expect a reimbursement every other month with a ROR of 0.11…
A: An annuity is a stream of equivalent periodic cash flows over a specific period. In this stream,…
Q: How much should I invest today and expect a reimbursement every other month with a ROR of 0.08…
A: Interest rate bi-monthly = 8% Annual effective rate of interest = {[1 + (Interest rate pa % / Number…
Q: You deposit $23,000.00 in an account that pays 4% compounded annually and immediately start making…
A: In this question future value would also be find out so that payment per year can be find out.
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A: The annuity refers to the regular payment or receipt that lasts over a period of time. The annuity…
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A: INTEREST RATE 5% YEARS 10 PMT 0 FUTURE VALUE 21000
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A: Given: Future Value of investment "FV" = $2000000 Number of payments "n" = 7 Interest rate "r" =…
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A: A theory that helps to compute the present or future value of the cash flows is term as the TVM…
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Q: I invest 33,996 today and expect a reimbursement every 6 months with a ROR of 0.1 compounded…
A: solution given Present value of investment 33996 Rate of interest 10% Semiannual…
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A: Present value: It can be defined as today’s worth of an investment that will be received in the…
Q: how much should I invest today and expect a reimbursement every other month with a ROR of 0.08…
A: ROR = 0.08 Bi-monthly ROR (R) = 0.08/6 = 0.0133333333 Period = 4 Years Number of bi-monthly payments…
Q: How much should be deposited into an account to set up an annuitv that will provide equal payments…
A: Present Value: Given a certain rate of return, the present value (PV) of a future amount of money or…
Q: You plan to deposit $100 at the end of every quarter (3 months) for 8 years starting at the end of…
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A: Given:
Q: How much should I invest today and expect a reimbursement every other month with a ROR of 0.08…
A: rate = 8%/6 N = 4*6 PMT = 5245 FV = 0 use PV function in Excel
Q: You have set a goal to save $ 10000 in a savings account that earns interest at 2.54% compounded…
A: Annuity due are the payments which are made at the beginning of the period.
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A: a) An ordinary annuity may be a set of identical installments paid over an indicated sum of the time…
Q: You want to have 75000 in your savings account 12 years from now, and you’re prepared to make equal…
A: Given information: Amount at the end (Future value) 75000 Time Period (in years) 12 Interest…
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A: Present Value refers to the value of cash flows today which is to be received at some future time…
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A: The total number of years is 8.5. The total number of quarters will be (8.5 × 4) = 34. Interest rate…
Q: How much should t invest today and expect a reímbursement every other month with a ROR of 0,08…
A: Present Value of annuity refers to the current value of all the series of payments or income at…
Q: You expect to receive P1,000 at the END of each of the next 3 years. You will deposit these payments…
A: Following is the computation of Future value at the end of the third year
Q: If l invest 25,363 today and expect a reimbursement every 6 months with a ROR of 0.09 compounded…
A: Let the reimbursement expected semiannually = A The amount of 25363 is the present value of annuity.…
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- You want to invest $8,000 at an annual Interest rate of 8% that compounds annually for 12 years. Which table will help you determine the value of your account at the end of 12 years? A. future value of one dollar ($1) B. present value of one dollar ($1) C. future value of an ordinary annuity D. present value of an ordinary annuityIf I invest P10,387 today and expect a reimbursement every 6 months with a rate of 11.54% compounded semi-annually for 3 years. How much will I expect to receive every June and December of every year.How much should I invest today and expect a reimbursement every other month with a ROR of 0.08 compounded bi-monthly for 4 years? I expect to receive every other month an amount of 5,245.
- How much will I have 8 years from now, if I will invest $10398 at the end of each three months for the next three years? My money has a rate of return of 6.4% compounded semi-annually.On January 1st, 2019 you put $1000 into an account growing at 2% APR compounded daily. Starting that same day, you invest $10/week into an account paying 3% compounded weekly. Write down the formula for the total value of your investments exactly one year (365 days) later.You have borrowed $60,000 at an interest rate of10.5%. Equal payments will be made over a five-yearperiod. (The first payment will be made at the end ofthe first year.) What will the annual payment be, andwhat will the interest payment be for the fourth year?