Answer
a)
FV=PV*(1+i)^n
FV=future value =?
Present value =PV=10000
n=months=5*12=60
i=interest rate per month effective =3.2/12=0.266666667
FV=10000*(1+0.00266666667)^60
=11732.6099
the amount after 5 years is $11732.6099
=================
b)
Interest amount =FV-PV=11732.6099-10000=1732.6099
=============
c)
n=ln(FV/PV)/ln(1+i)
=ln(50000/10000)/(ln(1+0.00266666667))
=604.343578
years =number of months /12
=604.343578/12
=50.3619648
it will take 50.36 years to be $50000
Mary received $10,000 from a lawsuit settlement. She deposited the money into an account earning 3.2%...
You have just received a prize worth $ 10,000. You deposited your winings into an account which pays 6% annual interest compounded monthly . How much long will you have to wait to double your winings ?__ A) 11.6 B) 12.3 C) 14.6 D) 15.3
1. As part of an estate settlement Mary received $1 million. She decided to use the money to purchase a small business in Wichita. If Mary would have invested the $1 million in a risk-free bond fund she could have earned $50,000 each year. She also quit her job with Lucky.Com Inc., which paid her a salary of $42,000 per year, to devote all of her time to her new business. Before Mary started the business, she took a vacation...
Karen has won $50,000 from a lawsuit. The money will be paid out in 8 equal-sized annual payments (payments are made at the end of each year). If Karen invests each payment in an account that earns 4.6% interest, compounded annually, how much will she have at the end of 8 years? Preview After Karen wins her lawsuit, she is approached by a structured settlement company. They offer her $48,500, paid immediately, in return for her annual lawsuit payments. How...
1. Calculate the compound amount when S1500 is deposited in an account earning an annual interest rate of 5%, compounded monthly, for 18 months. 2, How much money should be invested in an account that earns 6% annual interest, com- pounded monthly, in order to have $15, 000 in 5 years? 3. How much interest is earned on a $2000 deposit for 2 years at a 0.12% monthly interest rate. compounded daily?
1. Lulu started saving $200/month in a 401(k) earning 6% interest compounded monthly when she was 45 years old. How much will be in her account when she retires at age 65? 2. How much money did Lulu deposit into her account over the course of the 20 years? 3. What dollar amount of interest did her account earn? 4. Murphy started putting $100/month into his 401(k) earning 6% APR when he was 25 years old. How much will be...
Find the final amount of money in an account if $1,400 is deposited at 2 % interest compounded quarterly (every 3 months) and the money is left for 5 years. The final amount is $ Round answer to 2 decimal places Submit Question You deposit $4000 in an account earning 5% interest compounded continuously. How much will you have in the account in 10 years? Use this formula and round to the nearest cent. A Pem 5
a) On 1 July 2017, $10,000 was deposited into an account earning interest at 4 percent per annum compounding monthly. $500 is to be withdrawn each month, commencing on 1 July 2018. How many full monthly withdrawals of $500 can be made? (4 marks)
You deposit $8000 in an account earning 5% interest compounded continuously. The amount of money in the account after t years is given by A(t)- 8000e0.06. How much will you have in the account in 3 years? SL Round your answer to 2 decimal places. How long will it be until you have $13300 in the account? decimal places. years. Round your answer to 2 How long does it take for the money in the account to double? decimal places....
1. Lauren invests $10,000 at a simple interest of 10%. How much interest will Lauren eam after 5 years? How much total will be in the account after 5 years? 2. How long would it take to the tenth of a year) for $50,000 to be $75,000 if it is invested at 12% compounded monthly?
Calculate the money needed to achieve the financial goals of these people A. The parents of a baby wish to establish a college fund for their child. They deposit $100 every month into an account for 18 years. The money earns 6 3/8% interest compounded monthly. Find the future value of this account. B. How much money can the student withdraw from the account in "Part A" every month (including summer school) for 4 years of the money is now...