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- What annual rate of return is earned on a $1,000 investment when it grows to $2,700 in eight years?Find how long it takes $800.00 to double if it is invested at 77% compounded annually.It will take = years.15) How long (in years) will it take a $300 investment to be worth $400 if it is continuously compounded at 8% per year? (Give the answer to two decimal places.) yr
- If you invest $2,000 in an account with an annual yield of 12.0% compounded each month. What is the future value after t years? How long will it take to be worth $4,000? How long will it take to be worth $4,000 if it is continuously compounded?How long, to the nearest year, will it take an investment to double if it is continuously compounded at 19% per year? yrHow long will it take the money to double itself if invested at 16% compounded quarterly? In how many years are required for P3,000.00 to increase by P5,000.00 if it earns 12% compounded semi-annually?
- If $ 30000 is invested at 8% interest per year, compounded continuously, how much will be in the account after 6 years? Answer:You wish to have an investment that will bring about $20 000 infive years, and the rate of return is 8% per annum. Required:a. In term of time value of money, what is the amount of $20,000 represent?b. How much do you need to invest now if the rate is compounded annually(to the nearest dollar)?c. If you have $20,000 now and put the sum into a bank account that pays5% per year. How much will you have in 6 years if the rate is compounded semiannually, quarterly, monthly and daily (to the nearest dollar)?How many years will it take to turn $100,000 into $1,000,000 if invested at 5.10% per year, compounded semi-annually? 91.44 O 45.24 45.72 O 10.00
- Roughly how many years would it take to turn $1,000 into $16,000 if you can invest the money at 9% per year, compounded annually?How long will it take $4,000 to grow to $23,000 if it’s invested at 7% compounded monthly ?If $9,000 is invested at 6% per year compounded monthly, the future value S at any time t (in months) is given by S = 9,000(1.005)t. (a) What is the amount after 1 year? (Round your answer to two decimal places.)$ (b) How long before the investment doubles? (Round your answer to one decimal place.) months