BuyFindarrow_forward

Contemporary Mathematics for Busin...

8th Edition
Robert Brechner + 1 other
ISBN: 9781305585447

Solutions

Chapter
Section
BuyFindarrow_forward

Contemporary Mathematics for Busin...

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

Use Table 12-1 to calculate the future value of the following annuities due.

Annuity Payment Time Nominal Interest Future Value
Payment Frequency Period (years) Rate (%) Compounded of the Annuity
9. $2,000 every year 25 5 Annually_____________

To determine

To calculate: The future value of annuity due where annuity payment is $2,000, frequency of payment is 1 Year, time duration is 25 years, nominal rate of return is 5% and interest is compounded annually.

Explanation

Given Information:

Annuity payment is $2,000, frequency of payment is 1 Year, time duration is 25 years, nominal rate of return is 5% and interest is compounded annually.

Formula used:

Steps for calculating the future value of an annuity due are:

Step 1: Calculate the number of periods of the annuity and add one period to total.

Step 2: The interest rate per period must be calculated.

Step 3: Use table 12-1 to locate the ordinary annuity table factor that lies on the intersection of the rate-per period column and number-of-periods row.

Step 4: The number 1.00000 must be subtracted from the ordinary annuity table in order to get the annuity due factor.

Step 5: Finally calculate the future value of the annuity due.

The formula to compute the future value of ordinary annuity is,

Future Value=Annuity due table factor×Annuity payment

Annuity due table factor=Ordinary annuity table factor1.00000

Calculation:

Consider that Annuity payment is $2,000, frequency of payment is 1 Year, time duration is 25 years, nominal rate of return is 5% and interest is compounded annually.

As the interest is compounded annually. So, the interest rate period is;

5%1=5%

The rate period is 5%

Still sussing out bartleby?

Check out a sample textbook solution.

See a sample solution

The Solution to Your Study Problems

Bartleby provides explanations to thousands of textbook problems written by our experts, many with advanced degrees!

Get Started

Chapter 12 Solutions

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

Additional Math Solutions

Find more solutions based on key concepts

Show solutions add

In Exercises 39-44, write the equation in the slope-intercept form and then find the slope and y-intercept of t...

Applied Calculus for the Managerial, Life, and Social Sciences: A Brief Approach

A differential equation is separable if it can be written in the form: a) dydx=f(x)+g(y) b) dydx=f(g(x,y)) c) d...

Study Guide for Stewart's Single Variable Calculus: Early Transcendentals, 8th