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Contemporary Mathematics for Busin...

8th Edition
Robert Brechner + 1 other
ISBN: 9781305585447

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BuyFindarrow_forward

Contemporary Mathematics for Busin...

8th Edition
Robert Brechner + 1 other
ISBN: 9781305585447
Textbook Problem

Quinn and Julius inherited $50,000 each from their great-grandmother’s estate. Quinn invested her money in a 5-year CD paying 1.6% interest compounded semiannually. Julius deposited his money in a money market account paying 1.05% compounded monthly.

a. How much money will each have in 5 years? Round to the nearest whole dollar.

b. How much compound interest will they each have earned at the end of 5 years?

(a)

To determine

To calculate: The amount of money each Quinn and Julius will have earned after 5 years, if Quinn and Julius inherited $50,000 each and Quinn invested his money in 5 years CD paying 1.6% interest compounded semiannually while Julius deposited her money in a money market account which pays 1.05% interest compounded monthly.

Explanation

Given Information:

Quinn and Julius inherited $50,000 each and Quinn invested his money in 5 years CD paying 1.6% interest compounded semiannually while Julius deposited her money in a money market account which pays 1.05% interest compounded monthly.

Formula used:

Formula to calculate future amount on an investment.

Future Value=Principal(1+R100n)nt.

Where, R is the rate of interest, n is the compounding of interest and t is the time period.

Calculation:

Since, the principal amount for both Quinn and Julius is $50,000 and Quinn invested his money in 5 years CD paying 1.6% interest compounded semiannually.

So,

P=$50,000t=5n=2R=1.6%

Hence, the money Quinn will have after 5 years is;

FV=50,000(1+1.62100)(5)(2)=50,000(201.6200)10=50,000(1.008)10

Use the calculator and the steps of calculator is shown below;

Calculator sequence: 1.008 yx 10 = 1

(b)

To determine

To calculate: The compound interest each will earn after 5 years, if Quinn and Julius inherited $50,000 each and Quinn invested his money in 5 years CD paying 1.6% interest compounded semiannually while Julius deposited her money in a money market account which pays 1.05% interest compounded monthly.

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Chapter 11 Solutions

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Sect-11.I P-6RESect-11.I P-7RESect-11.I P-8RESect-11.I P-9RESect-11.I P-10RESect-11.I P-11RESect-11.I P-12RESect-11.I P-13RESect-11.I P-14RESect-11.I P-15RESect-11.I P-16RESect-11.I P-17RESect-11.I P-18RESect-11.I P-19RESect-11.I P-20RESect-11.I P-21RESect-11.I P-22RESect-11.I P-23RESect-11.I P-24RESect-11.I P-25RESect-11.I P-26RESect-11.I P-27RESect-11.I P-28RESect-11.I P-29RESect-11.I P-30RESect-11.I P-31RESect-11.I P-32RESect-11.I P-33RESect-11.I P-34RESect-11.I P-35RESect-11.I P-36RESect-11.I P-37RESect-11.I P-38RESect-11.I P-39RESect-11.I P-40RESect-11.II P-6TIESect-11.II P-7TIESect-11.II P-8TIESect-11.II P-1RESect-11.II P-2RESect-11.II P-3RESect-11.II P-4RESect-11.II P-5RESect-11.II P-6RESect-11.II P-7RESect-11.II P-8RESect-11.II P-9RESect-11.II P-10RESect-11.II P-11RESect-11.II P-12RESect-11.II P-13RESect-11.II P-14RESect-11.II P-15RESect-11.II P-16RESect-11.II P-17RESect-11.II P-18RESect-11.II P-19RESect-11.II P-20RESect-11.II P-21RESect-11.II P-22RESect-11.II P-23RESect-11.II P-24RESect-11.II P-25RESect-11.II P-26RESect-11.II P-27RESect-11.II P-28RESect-11.II P-29RECh-11 P-1CRCh-11 P-2CRCh-11 P-3CRCh-11 P-4CRCh-11 P-5CRCh-11 P-6CRCh-11 P-7CRCh-11 P-8CRCh-11 P-9CRCh-11 P-10CRCh-11 P-11CRCh-11 P-12CRCh-11 P-13CRCh-11 P-14CRCh-11 P-1ATCh-11 P-2ATCh-11 P-3ATCh-11 P-4ATCh-11 P-5ATCh-11 P-6ATCh-11 P-7ATCh-11 P-8ATCh-11 P-9ATCh-11 P-10ATCh-11 P-11ATCh-11 P-12ATCh-11 P-13ATCh-11 P-14ATCh-11 P-15ATCh-11 P-16ATCh-11 P-17ATCh-11 P-18ATCh-11 P-19ATCh-11 P-20ATCh-11 P-21ATCh-11 P-22ATCh-11 P-23ATCh-11 P-24ATCh-11 P-25ATCh-11 P-26ATCh-11 P-27ATCh-11 P-28ATCh-11 P-29ATCh-11 P-30ATCh-11 P-31ATCh-11 P-32ATCh-11 P-33ATCh-11 P-34ATCh-11 P-35ATCh-11 P-36ATCh-11 P-37ATCh-11 P-38ATCh-11 P-39AT

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