Two partners agree to invest equal amounts in their business. One will contribute $10,000 immediately. The other plans to contribute an equivalent amount in 3 years. How much should she contribute at that time to match her partner's investment now, assuming an interest rate of 1% compounded semiannually?
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Two partners agree to invest equal amounts in their business. One will contribute $10,000 immediately. The other plans to contribute an equivalent amount in 3 years. How much should she contribute at...
5. Carrie Mathison plans to retire in 30 years. She intends to contribute the same amount of money each year to her retirement fund. The fund earns 10% compounded annually. She would like to withdraw $100,000 each year for 20 years, starting one year after the last contribution is made. How much money should she contribute to her fund each year? 10:20 PM
her secured investments. How much should she invest today to meet this purpose? 3. Amna wants to deposit $5000 into a saving fund at the beginning of each month. If she can earn 12% compounded interest semiannually how much amount will be there in he saving fund at the end of 8 years?
Jack have $5000 to invest for 5 years. There are two different investment plans available. One is 3% compounded semiannually. The other one is 3.1% compounded annually. Which investment plan can give Jack more money after 5 years? How much money does each investment plan yield? Round the answer to the whole numbers.
1. Kelli needs $10,000 in 9 years. a) What amount should she deposit at the end of each quarter at 7.25% compounded quarterly so that she will have her $10,000? b) How much interest does she earn?
How much do you need to invest in equal annual amounts for the next 10 years (year 1 thru 10) if you want to withdraw $5,000 at the end of the eleventh year and increase the annual withdrawal by $1,000 each year thereafter until year 25 (your last withdrawal is year 25)? The interest rate is 12%, compounded monthly.
a. You are saving for retirement 10 years from now. How much should you invest today so you will have an annuity of $20,000 per year for 20 years starting from the 11" year? b. If you were to invest $10,000 today @6%, how much would you have at the end of 15 years? C. You are planning to save $100,000 for a yacht purchase 5 years from now. If you believe you can earn an 8% rate of return,...
13-19 odd please
13. A $10,000 loan is to be amortized for 10 years with quarterly payments of $334.27. If the interest rate is 6% compounded quarterly, what is the unpaid balance immediately after the sixth payment? 14. A debt of $8000 is to be amortized with 8 equal semi- annual payments of $1288.29. If the interest rate is 12% compounded semiannually, find the unpaid balance immediately after the fifth payment. 15. When Maria Acosta bought a car 2 years...
Jen wants to accumulate 400,000 at the end of 16 years. She deposits CX+10,000) into an investment account at the end of each of the first 8 years. She then deposits X into the same account at the end of each of the final 8 years. The interest rate on the account is a 6% nominal rate compounded annually. Find X 7. 8. Keri was offered a choice of two payment options to settle her claims in a car accident...
Problem 3 B) Pierluigi is trying to get a loan for $10,000 to start a business as a financial advisor and is trying to decide between several options. (15 points) DA $10,000 loan that needs to be paid back in 6 years with a 6 % nominal annual interest rate, compounded monthly i) A $10,000 loan that needs to be paid back in 7 years, which accrues no interest during the first 2 years but has a 10% effective interest...
Problem 3 A) Pierluigi is trying to get a loan for $10,000 to start a business as a financial advisor and is trying to decide between several options. (15 points) i) A $10,000 loan that needs to be paid back after 5 years with a 5% nominal annual interest rate, compounded monthly interest ) A $10,000 loan that needs to be paid back after 6 years, the first 2 years there is no and after the annual effective interest rate...