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A: The maturity value can be calculated with the help of future value function.
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A: Note: Since we only answer up to 3 sub-parts, we’ll answer the first 3. Please resubmit the question…
Q: Determine the maturity value of P3,000 invested at 9.5% compounded semiannually for 3 ½ years.
A: Data given: P=Principal = P 3,000 r=Rate= 9.5% compounded semi-annually = 9.5%/2 = 4.75% t=Time= 3.5…
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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…
Q: 2. Determine the maturity value of ₱3,000 invested at 9.5% compounded semiannually for 3 ½ years.
A: Future value represents the future worth of present cash flows. It is calculated by compounding the…
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A: Loan Amount = ₱100,000 Interest Rate = 5% compounded quarterly Time Period = 4 years
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A: Principal = $33000 Nominal Rate% = 12 Interest Compounded = monthly
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A: Future value = Present value * ( 1+ rate )^no. of period
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A: Information Provided: Present Value = 18,400 Interest rate = 13.2% compounded monthly Term = 11.5…
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A: The conceptual mathematical formula can be used:
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A: Using excel FV function
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A: Future value = present value *(1+r)^n
Q: Determine the maturity value of ₱3,000 invested at 9.5% compounded semiannually for 3 ½ years
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Q: Determine the maturity va
A: Given information :
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A: Invested amount (X) = P 12000 n = 4 years = 16 quarters r = 15% per annum = 3.75% per quarter
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Q: On September 30, an inn invested $21,750 in a short-term investment of 207 days. An investment of…
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Q: The maturity value earned if OMR 800 is invested at a rate of 9% compounded quarterly for 2 years is
A: Given: Present value = 800 Interest rate = 9% Years = 2
Detrmine the maturity value of 3000 pesos invested at 9.5% compounded semiannually for 3 & 1/2 years.
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- Determine the maturity value of 3000 pesos invested at 9.5% compounded semiannually for 3 & 1/2 years.Determine the maturity value of P3,000 invested at 9.5% compounded semiannually for 3 ½ years.Determine the number of years needed for the investment of $8000 compounded quarterly at 3.1 % to produce $650 interest. N= I%= PV= PMT=FV=P/Y=C/Y=PMT: END BEGIN
- . Find the investment rate compounded quarterly for a 11,000, 5 1/2% m=4 redeemable at110% at the end of 11 years and quoted price of 99. (Yield or Investment RateThe maturity value earned if OMR 800 is invested at a rate of 9% compounded quarterly for 2 years isThe principal P is invested at the interest rate of r/year for t years. (Use a 365-day year.) P = $110,000, r = 4%, t = 7 1 4 , compounded monthly.Determine i, the compound interest rate.
- Determine the future value of $10,000 under each of the following sets of assumptions: Annual Rate Period Invested Interest Compounded1. 10% 10 years Semiannually2. 12 5 years Quarterly3. 24 30 months MonthlyIf Php 1,000 becomes Php 1,811.36 after 5 years when invested at an unknown rate of interest compounded bi-quarter, determine the effective rate of interest.A debt of P10,000 with 10% interest compounded semi-annually is to be amortized by semi-annual payment over the next 5 years. The first due in 6 months. Determine the semi-annual payment.
- An investment of $4,000 accumulates at a force of interest δt = 0.022t. Calculate the annual effective rate of interest earned over the first 9-year period.A debt of Php 10,000.00 with interest at the rate of 20% compounded semi-annually is to be amortized by 5 equal payments at the end of each 6 months, first the payment is to be made after 3 years. Find the semiannual payment and construct an amortization schedule.A debt of P120,000 is to be amortized by equal payments at the end of every quarter for 2 years. If the interest charged is 12% compounded semi-annually, find the outstanding principal after each payment is made. Construct an amortization schedule.