You invest $5,700 for 18 months at an APR of 3.7%. What is the Future Value of your investment?
suppose it compounded daily then the future value of investment = principal*(1+r/n)^n
where r - annual interest rate
n - no, of times componded
future value of invetment = 5700*(1+0.037/360)^540
= 5700*(1.000103)^540
= 5700*1.057066
= 6025.276
and if it compounded monthly
then Future value of investment = 5700*(1+0.037/12)^18
= 5700*(1.003083)^18
= 5700*1.056979
= 6024.779
Please comment in case of any clarification required.
You invest $5,700 for 18 months at an APR of 3.7%. What is the Future Value...
You invest 100K for 3 years. Annual interest rate is 8%. What the future value in 3 years. investment grows at A) 8% with quarterly compound B) 8% with continuous compounding
If you invest in gold bars for your savings at a cost of $25,000 and after 8 years its future value is $53,589.72, What is the interest annual interest rate earned for this investment? What is the equivalent annuity savings amount of this investment: annually and monthly? Annually- Monthly-
Determine the present value P you must invest to have the future value A at simple interest rate r after time t. A = $2000.00, r = 9.0%, t = 3 months
If you invest $20,000 at an annual interest rate of 4.75%, compounded daily, calculate the future-value (FV) of your investment over a 5-year period. Then, go back and calculate the future-value (FV) of your initial $20,000 investment with a discrete-quarterly compounded annual interest rate of 5.25%, over a 10-year period. Finally, all else equal, utilizing the second part of the example’s numeric values-calculate that initial $20,000 investment at the previous annual interest rate of 5.25%; but this time with continuous...
2(30 points) You invest $x today at 8% APR compounded annually for 5 years (you invest only once). Your friend also invests some amount at the same time at 8% APR compounded annually for 5 years. However, she invests an additional amount equal to the accumulated interest at the end of each year. You both end up having the same amount at the end of 5 years. In order to achieve this, your initial investment must have been t times...
You plan to give your child a new car for her graduation in 18 months. The car costs $23,000 How much must you invest today in an account that earns 2.45% APR (compounded monthly) to exactly pay for the car? Calculate your answer to the nearest dollar.
You plan to buy a house in 18 months. The cost of the house at that time will be $300,000 . How much do you have to invest each month, starting next month, for 12 months to exactly pay for the house if you r investments earn 2.00% APR (compounded monthly)? $22,675 $25,261 $24,525 $23,582 $24,290
a. $4,200 is invested with a 5.2 % APR compounded continuously. What is the value of the investment after 13 years? Preview b. $700 is invested with a 3.5% APR compounded continuously. What is the value of the investment after 13 years? Preview c. $2,100 is invested with a 4.6% APR compounded continuously. What is the value of the investment after 13 years? Preview Submit Question 1. Points possible: 3 Unlimited attempts. Message instructor about this question Post this question...
Urgent please ?
Question 1. (20 points) You have 15,000 in savings and you want to invest them for a 6 years period. If APR or Nominal Interest rate is 8%. Calculate 1. Future Value of your investment if you have semi-annual compounding. 2. Future Value of your investment if you have quarterly compounding. Question 2. (30 noints.
You plan to give your child a new car for her graduation in 18 months. The car costs $23,000 How much must you invest today in an account that earns 2.45% APR (compounded monthly) to exactly pay for the car? Calculate your answer to the nearest dollar. Write only the number with no dollar sign or comma (e.g., 3711)