Bob has deposited $10,000 at the end of each year into a saving account for the last 12 years. His deposits earned interest at 4% for the first 4 years; at 5% for the next 3 years; and at 6% for the last 5 years. (a) What is the accumulated value in his saving account at the end of year 4? (b) What is the accumulated value in his saving account at the end of year 7? (c) What is the accumulated value in his saving account at the end of year 12? (d) What is the total interest earned for the 12 years?

Bob has deposited $10,000 at the end of each year into a saving account for the last 12 years. His deposits earned interest at 4% for the first 4 years; at 5% for the next 3 years; and at 6% for the last 5 years. (a) What is the accumulated value in his saving account at the end of year 4? (b) What is the accumulated value in his saving account at the end of year 7? (c) What is the accumulated value in his saving account at the end of year 12? (d) What is the total interest earned for the 12 years?

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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Mr. Peabody drove to his bank and deposited $500 at the end of every three months for 15.6 years. What is the accumulated value of Mr. Peabody's annuity at 4.95% compounded semi-annually?
Gilberto opened a savings account for his daughter and deposited $1000 on the day she was born. Each year on her birthday, he deposited another $1000. If the account pays 11% interest, compounded annually, how much is in the account at the end of the day on her 12th birthday? At the end of the day on her 12th birthday, the amount in the account is $ (Simplify your answer. Type an integer or a decimal. Round to the nearest cent if needed.)
2) Natalia makes a deposit of $2,000 into a savings account at the end of the 1st year and another one in the same amount at the end of the 3rd year. Manuel makes a deposit of $2,000 at the end of the 2nd year and another one in the same amount at the end of the 4th year. The effective annual interest rate on both investments is 10%. Determine by how much the accumulated amount in Natalia's account exceeds the accumulated amount in Manuel's account at the end of 5 years right after interests have been applied.
Heather deposited $1, 700 at her local credit union in a savings account at the rate of 9.8% paid as simple interest. She will earn interest once a year for the next 13 years. If she were to make no additional deposits or withdrawals, how much money would the credit union owe Heather in 13 years?
Noah invests $600 at the end of each quarter for 30 years in an account paying 5.64% interest compounded quarterly and then he retires. Suppose that he was in the 15% bracket when the deposits were made and interest was earned. Suppose his tax bracket is now 33% in retirement. Find the current after-tax value of Noah's account if it was set-up as (i) a Traditional Individual Retirement Account (IRA): $ (ii)a Roth Individual Retirement Account (Roth-IRA): $
Matty deposits $1,300.00 into a Savings Account at their bank. The annual compound interest rate 2%. How much interest did they earn after after 10 years? Enter answer in format: $ 00.00 Question 2 Suzy deposits $2,400.00 into a Savings Account at their bank. The annual compound interest rate 2.5%. How much interest did she earn after after 15 years? Enter answer in format: $ 00.00
Kia deposited $1,100, at the BEGINNING of each year for 25 years in a credit union account. If the account paid 8% interest, compounded annually, use the appropriate formula to find the future value of her account. A. $73,441.24 B. $80,416.53 C. $86,849.86 D. $87,949.86
Lorna deposited $1,400, at the beginning of every six months for 13 years, in an account at her credit union. If the account paid 8% interest, compounded semiannually, use Table 12-1 from your text to find the future value of her account. $58,304.27 $62,036.44 $64,517.90 $69,954.62
Craig Daniel opens a new savings account. He deposits $12,000 at 12% compounded semiannually. At the start of the fourth year, Craig deposits an additional $50,000 that is also compounded semiannually at 12%. At the end of six years, the balance in Craig Daniel's account is : (due to rounding in the order of calculations, select the answer within $1 or $2 dollars)
Erik invested $575 at the end of every month in an investment fund that was earning interest at a rate of 4.20% compounded monthly. He stopped making regular deposits at the end of 6 years when the interest rate changed to 6.69% compounded quarterly. However, he let the money grow in this investment fund for the next 4 years. a. Calculate the accumulated balance in his investment fund at the end of 6 years. b. Calculate the accumulated balance in his investment fund at the end of 10 years. c. Calculate the total interest earned over the 10-year period.
A guy deposited P4,000, P4,500 and P5,000 at the end of the 2nd year, 3rd year and 4th year, respectively in a savings account which earned 0.09 per annum. Determine the future worth of the deposit?
On January 1, 1980, your favorite uncle John turned 43 and started saving for his retirement. He invested $18,894.75 each year on January 1 until he turned 62 on 1/1/1999 (20 total deposits). Over the 20 years, he managed to earn an effective annual rate of return of 9.50%, and he assumed he could continue to earn that rate of return until he turned 90. Looking at his account balance, he calculated that he could immediately withdraw $74,050.56 to cover living expenses for 1999. And, going forward, he could withdraw that same amount on January 1 of each year, but adjusted for a 3% inflation. That is, in 2000, he could withdraw $74,050.56 x 1.03 $76,272.08; in 2001, $74,050.56 x 1.032 $78,560.24; etc. He planned on a total of 28 withdrawals, with the last one of $164.487.70 on 1/1/2026 when he turned 89. At that point, the account balance would be zero. 501 On 1/1/2023, right after making his withdrawal for 2023, your uncle decided to become a Tibetan monk. He left you the balance of his…

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