1. You want to have this amount at the end 913 Your money will be invested this number of yer You wil invest this amount each year The rate you will earn each year is this How much should you start your investment with, today? A Between 50.00 and 200.00 14 29 4.6% B Between 200.00 and 250.00 C Between 250.00 and 300.00 D Between 300.00 and 500.00

Q: You invested $100,000 into an account 25 years ago. The investment is now worth $350,000. Calculate…

A: The interest rate on the amount invested today after certain years will be found by using the…

Q: 79. You have an investment that in today's dollars returns 15% of your investment in year 1, 12% in…

A: YearsDollar Return115%212%39%41-(15%+12%+9%) = 64%

Q: What monthly compounded nominal rate of return would one need to achieve in order to have…

A: Compound = Monthly = 12Monthly Payment = $100Number of Payment = 35 * 12 = 420Future Value of…

Q: 1. An initial investment of $5000 earns 8.8% interest, compounded continuously. What will the…

A: given information initial investment = $5000 interest rate = 8.8% time period = 12 years

Q: Find the FV of $1,000 invested to earn 12% after 6 years. Round your answer to the nearest cent.…

A: Present Value = $1,000 Interest Rate = 12% Time Period = 6 Years

Q: 1)   What amount invested each year at 3% annually will grow to $200,000 at the end of 25 years?…

A: Future value = $200,000 Interest = 3% Time =25 years So, amount invested each year = Using excel PMT…

Q: c. You put $2,750 into an account earnings 4% interest compounded QUARTERLY. How much will be in…

A: Solution c: Amount invested (PV) = $2,750 Quarterly interest rate (I) = 4%/4 = 1% Nos of quarterly…

Q: Question: compounded You have $1,000,000 saved for retirement in an investment account which pays…

A: Solution: An equal amount saved each period is known as annuity. Present value of annuity = PMT x…

Q: How much would $9,000 t8 be received at the end of 50 years be worth today if the required rate of…

A: Using excel, FV is 9,000 Rate = 7.5% Time (nper) = 50 years PMT = 0 PV = ?

Q: If you invested $10,000 for ten years at 6% p.a. compounded monthly, how much in total would you…

A: Compound interest is calculated by multiplying the original loan amount, or the principle, by one…

Q: If you invest $14,500 today at 9.25% how much will you have 12 years from now? Multiple Choice…

A: The FV of an investment refers to the total worth of the cash flows of the investment at a…

Q: You have been investing $350 a month for the last 8 years. Today, your investment account is worth…

A: Compound = monthly = 12 Payment = pmt = $350 Time = nper = 8 * 12 = 96 Future value = fv = $43,262…

Q: Investment A will earn 0.5% per month.  Investment B will earn 6% per year.  Which investment will…

A: Investment A compounded monthly and Invested B is compounded annually. Therefore effective interest…

Q: Assume you invest $15,000 today. How much will you have in five years at an interest rate of​ 10%?…

A: Future value is computed as: FV=PV1+rnwhere, FV =Future valuePV =Present valuer= rate of interestn=…

Q: How much would $1. growing at 6.8% per year, be worth after 75 years? Select the correct answer. O a…

A: We need to use future value formula below to calculate worth after 75 years.FV =PV(1+i)nWhereFV…

Q: I want to answer this question

A: To find the fair value of the investment, we use the formula for the present value of a growing…

Q: You put $1000 in an investment that earns 5% per year. How much will you have in 20 years? $2653.30…

A:

Q: Assume you invest $19,000 today. How much will you have in six years at an interest rate of​ 9%?…

A: Formula to compute the Future value is as follows: FV=PV(1+r)n where, FV=Future valuePV =Present…

Q: How much do you need to invest today to receive $7,500 in 8 years, if you can earn 3% on your…

A: INFORMATION: RATE 3% YEARS 8 PMT (MONTHLY DEPOSIT) 0 FUTURE VALUE $7,500

Q: At what annual interest rate must $232,000 be invested so that it will grow to be $452,000 in 14…

A: Present value (PV) = $232000 Future value (FV) = $452000 Period (n) = 14 Years

Q: How much would $1, growing at 13.7% per year, be worth after 75 years? a. b. C. d. e. $18,248.03…

A: Future Value refers to the compounded value of a single cash flow received today or multiple cash…

Q: ou deposit $2,500 into an investment that grows Multiple Choice C

A: Answer :Final amount = Principal (1 +r/12)^Time Principal = $2500 r = 13.2% = 0.132 Time = 17.5 * 12…

Q: Investing In how many years will $50,000 investedat continuous rate 7% grow to $202,760?

A:

Q: You invest $1,900 three years from today and $1,100 four years from today. How much will you have in…

A: Finance is the management of money. The time value of money principle explains that a dollar today…

Q: What rate of return would you need if you wanted to accumulate $1,000,000 in 25 years and invest…

A: Rate of return: It implies to the rate that is often expected or charged by the investor from the…

Q: If you invest $4,000 at the end of every year for nine years at an interest rate of 6%, the balance…

A: Future value in case of continues payments  = Each installment × (1+pir) ^n/pir Where  pir =…

Q: How much must you invest today at 10% interest in order to see your investment grow to $24,000 in 3…

A: Future Value = Present Value * (1+r)^n r = Rate of Interest = 10% = 0.1 n = No of Years  = 3 Future…

Q: Try Yourself - Question 2 What annual rate is required for an investment to grow by 33% in 5 years…

A: The objective of the question is to find out the annual interest rate required for an investment to…

Q: A person plans to invest $21,600 each year. The investment will earn 9% annually. If the person…

A: The Time Value of Money (TVM) is a fundamental financial concept that underscores the idea that a…

Present Value

Present value (PV) is defined as the current or present value of all future sums of cash flow or money at a specified rate of return. This rate of return is known as the discounted rate, which is essentially the interest rate, discounted over some time. The expected cash flows are discounted at a discount rate to compute the present value. The higher the discount rate, the higher the future value (FV), but the lower the present value.