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AccountingIntermediate Accounting: Reporting And Analysis3rd Edition

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Chapter M, Problem 6P
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Intermediate Accounting: Reporting...

3rd Edition
James M. Wahlen + 2 others
ISBN: 9781337788281

Solutions

Chapter
Section
Problem 1GI
Problem 2GI
Problem 3GI
Problem 4GI
Problem 5GI
Problem 6GI
Problem 7GI
Problem 8GI
Problem 9GI
Problem 10GI
Problem 11GI
Problem 12GI
Problem 13GI
Problem 14GI
Problem 15GI
Problem 16GI
Problem 17GI
Problem 18GI
Problem 19GI
Problem 20GI
Problem 21GI
Problem 22GI
Problem 23GI
Problem 24GI
Problem 25GI
Problem 26GI
Problem 1MC
Problem 2MC
Problem 3MC
Problem 4MC
Problem 5MC
Problem 6MC
Problem 7MC
Problem 8MC
Problem 9MC
Problem 10MC
Problem 1RE
Problem 2RE
Problem 3RE
Problem 4RE
Problem 5RE
Problem 6RE
Problem 7RE
Problem 8RE
Problem 9RE
Problem 10RE
Problem 11RE
Problem 12RE
Problem 13RE
Problem 14RE
Problem 1E
Problem 2E
Problem 3E
Problem 4E
Problem 5E
Problem 6E
Problem 7E
Problem 8E
Problem 9E
Problem 10E
Problem 11E
Problem 12E
Problem 13E
Problem 14E
Problem 1P
Problem 2P
Problem 3P
Problem 4P
Problem 5P
Problem 6P
Problem 7P
Problem 8P
Problem 9P
Problem 10P
Problem 11P
Problem 12P
Problem 13P
Problem 14P
Problem 15P
Problem 16P
Problem 17P
Problem 18P
Problem 19P
Problem 1C
Problem 2C
Problem 3C
Problem 4C
Problem 5C
BuyFindarrow_forward

Intermediate Accounting: Reporting...

3rd Edition
James M. Wahlen + 2 others
ISBN: 9781337788281
Textbook Problem
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Cash Flow Amounts On December 31, 2026, Michael McDowell wants to have $60,000. He plans to make 6 deposits in a fund to provide this amount. Interest is compounded annually at 12%.

Required:

Compute the equal annual amounts that Michael must deposit assuming that he makes the first deposit on:

  1. 1. December 31, 2021
  2. 2. December 31, 2020

1.

To determine

Determine the equal annual amount required to be deposited, if the first payment is made on December 31, 2021.

Explanation

Future Value: The future value is value of present amount compounded at an interest rate until a particular future date.

Future value of an ordinary annuity can be computed from the following formula:

FVO=C ×(fon,i)

Here,

  • FVO represents future value ordinary annuity
  • i represents interest rate for each of the stated time periods
  • n represents number of time periods
  • C represents Cash flows
  • fO represents factor of future value of ordinary annuity

Determine the equal annual amount required to be deposited, if the first payment is made on December 31, 2021.

If person M makes first deposit on December 31, 2021, then it is considered as an ordinary annuity, because last deposit would be December 31, 2026, and the cash flow occurs during the last day of each time period

2.

To determine

Determine the equal annual amount required to be deposited, if the first payment is made on December 31, 2020.

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Ch-M P-1GICh-M P-2GICh-M P-3GICh-M P-4GICh-M P-5GICh-M P-6GICh-M P-7GICh-M P-8GICh-M P-9GICh-M P-10GI
Ch-M P-11GICh-M P-12GICh-M P-13GICh-M P-14GICh-M P-15GICh-M P-16GICh-M P-17GICh-M P-18GICh-M P-19GICh-M P-20GICh-M P-21GICh-M P-22GICh-M P-23GICh-M P-24GICh-M P-25GICh-M P-26GICh-M P-1MCCh-M P-2MCCh-M P-3MCCh-M P-4MCCh-M P-5MCCh-M P-6MCCh-M P-7MCCh-M P-8MCCh-M P-9MCCh-M P-10MCCh-M P-1RECh-M P-2RECh-M P-3RECh-M P-4RECh-M P-5RECh-M P-6RECh-M P-7RECh-M P-8RECh-M P-9RECh-M P-10RECh-M P-11RECh-M P-12RECh-M P-13RECh-M P-14RECh-M P-1ECh-M P-2ECh-M P-3ECh-M P-4ECh-M P-5ECh-M P-6ECh-M P-7ECh-M P-8ECh-M P-9ECh-M P-10ECh-M P-11ECh-M P-12ECh-M P-13ECh-M P-14ECh-M P-1PCh-M P-2PCh-M P-3PCh-M P-4PCh-M P-5PCh-M P-6PCh-M P-7PCh-M P-8PCh-M P-9PCh-M P-10PCh-M P-11PCh-M P-12PCh-M P-13PCh-M P-14PCh-M P-15PCh-M P-16PCh-M P-17PCh-M P-18PCh-M P-19PCh-M P-1CCh-M P-2CCh-M P-3CCh-M P-4CCh-M P-5C

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