Principal (P) Rate (r) Time (t) Interest (I) Maturity Value (F) (annually) |= Prt P1000 10% P100 year P10000 3. 4 years P4000 96 P10000 8% 5 years P40000 5% P10000 years P50000 10% 2 years 9. P
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A: Given P=50000$ After t=15 yrs A= 1,67,325.68$ Formula A=Pert
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A: NOTE: Refresh your page if you can't see any equations. . here we have A=22225 PMT=1200 t=4 years…
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- An investment account with an annual interest rateof 7 was opened with an initial deposit of 4,000 Compare the values of the account after 9 yearswhen the interest is compounded annually, quarterly,monthly, and continuously.The returns from an investment are 4% in Year 1, 7% in Year 2, and 10.8% in the first half of Year 3. Calculate the annualized return for the entire period. (Round your intermediate calculations to at least 4 decimal places and final answer to 2 decimal places.)A bond has face value of F and coupons payable half-yearly in arrears at a rate of D per annum.The bond is redeemable at par in n years.What is the bond's price if the yield rate equals the effective coupon rate?
- 6) Find the Rate of Return using (a) Simple Interest and (b) Compound Interest (Annually), on a marketing project that generated a profit (like interest) of $600,000 over 4 years on an original investment (PV) of $1,000,000. (So FV would be $1,600,000).The annuity will run out of funds after approximately 13 years 10 months. (b) Show that a continuous annuity with withdrawal rate N = $5000/year and interest rate r = 8%, funded by an initial deposit of P0 = $75,000, never runs out of money.Find the accumulated present value of an investment for which there is a perpetual continuous money flow of $3400 per year at an interest rate of 6%, compounded continuously. The accumulated present value is $ (Type an integer or decimal rounded to the nearest hundredth as needed.)
- A total of $2,400 is invested into a bond that pays 4.5% interest, compounded monthly, maturing in 9 years. Identify the value of the principal, P, the annual percentage rate APR, and the number of compounding periods per year, n. The principal is The APR is The value of n is The value of Y isThe monthly incomes of A and B are in the ratio 4:5, their expenses are in the ratio 5:6. If 'A' saves $250 per month and 'B' saves $500 per month, then what are the respective incomes of A and B? The cost price of 50 mangoes is equal to the selling price of 40 mangoes. Find the percentage profit. The approximate amount obtained after the maturity period when a sum of $15,000 is deposited in a fixed deposit scheme for 2 years at a rate of 7% per annum compounded annually is:Maria invests $4,200, at 6% interest, compounded quarterly for one year. Use Table 11-1 to calculate the annual percentage yield (APY) for her investment (as a %). Note: "Annual percentage yield" is also known as "effective interest rate." (Round your answer to two decimal places.)
- The annual effective rate is 5%.An annuity is paid continuously at a rate of P pounds per month.Its accumulated value after 10 years is £10000.Find the monthly payment rate.You deposited ₱5,000 from the savings of your daily allowance in a time deposit account with your savings bank at a rate of 1.5% per annum. This will mature in 6 months. Requirements: Compute the annual interest, total interest, and amount to be received or paid at the end of the term for this scenario using a simple interest assumption and compound interest assumption.A loan of $10,500 was given at an interest rate of 4% payable at the end of the fifth year. Find the continuous compound amount to be paid back.