If you invest $1 at 17 percent compounded monthly, about how many years would it take for your investment to grow sixfold to $6? (Hint: Remember to convert your calculator solution to years.) years (Round to one decimal place.)

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

Q: What is the future value of an account if $8,000 is invested at a rate of 7% compounded monthly for…

A: Future Value = P * (1 + i/n)(n x t)Where: P = Initial Invested amount i = Annual interest rate n =…

Q: Suppose you have $1700 in your savings account at the end of a certain period of time. You invested…

A: Simple interest doesn't take compounding into consideration.

Q: Find the present value, using the present value formula and a calculator. (Round your answer to the…

A:

Q: If $27,800 is invested in an account that earns interest at an annual rate of 2.8%, compounded…

A: We need to use future value continuous compounding formula below to calculate number of years.A =…

Q: You will receive $4,000 three years from now. The discount rate is 10 percent.  a) What is the…

A: In the given question we need to compute the value of investment after two years and one year from…

Q: Use logarithms to solve the problem. How long will it take an investment of $7000 to triple if the…

A: Future Value = Present Value (1 + g)n

Q: Use logarithms to solve the problem. How long will it take $11,000 to grow to $19,000 if the…

A: Compound = monthly = 12 Present value = pv = $11,000 Future value = fv = $19,000 Interest rate = r =…

Q: you deposit money today in an account that pays 13.5% annual interest, how long will it take to…

A: Future value = Present value x (1+i)^twherePresent value = amount deposited today = $1…

Q: If you invest $10,000 per year at the end of each year for 3 years at an 5.5% rate of return, you…

A: Future Value of anuity = P * [ { (1 + r )n -1 } /r ] where, P =  periodic payment r = interest rate…

Q: You are considering taking out a loan of $11,000.00 that will be paid back over 10 years with…

A: Unpaid loan balance will be the present value of outstanding payments that are not yet paid based on…

Q: If you save $5 per day in an account that earns 4.5% interest per year, how long will it take for…

A: Time value of money (TVM) refers to the method used to measure the amount of money at different…

Q: ow much must be invested now to receive $23,000 for 10 years if the first $23,000 is received one…

A: Present value of an annuity: It is the value of all future payments at the present date at some…

Q: Suppose you invest $25500 for 12 years paying 2.25% annual interest. How much will you have at the…

A: The future value is the amount that will be received at the end of a certain period. The future…

Q: You are investing money at 7.7 annual interest, compounded continuously. It will take you  ( answer-…

A: Time value tells that money received today has more value than that of receiving exact value later…

Q: Suppose you invested $1000 every 3 months over a 15 year period. If money earns an annual rate of…

A: Compound = quarterly = 4Payment = p = $1000Time = t = 15 * 4 = 60Interest rate = r = 6.5 / 4 =…

Q: If you invest $2,700 today at an interest rate of 3.83 percent, compounded daily, how much money…

A: Future value refers to the value of current asset at future date with principal amount and…

Q: You found out that now you are going to receive payments of $9,000 for the next 11 years. You will…

A: Annual Payments = $9,000 Time period = 11 years Annual interest rate = 11%

Q: If we are investing in an account with an interest rate of 5.7% compounded monthly and we wish to…

A: The amount to be placed in the account today is computed using the present value formula.

Q: Currently, you have $29,000 that you would like to grow to $91,500 within the next 7 years. Assuming…

A: The concept of TVM refers to the interest-earning capacity of money which makes money earned earlier…

Effective Interest Rate

The term interest rate can be defined as the amount that is charged by the lender as a percentage on the principal amount. Interest rate which is charged annually is known as annual percentage rate.