Part 2: p = present value of $400 annuity at 6% for 10 years
The answer is the sum of the present values from parts 1 and 2:
g. p = present value of $500,000 at 6% for 20 years
Instructor note: It can be useful to extend this problem and assume a 30% tax rate. In this
case the annuity after-tax declines to $350,000. Accordingly, the present value of the
after-tax amount is $4,014,465. Again, nothing near the $10 million winnings advertised.
Exercise B-13 (25 minutes)
1.
First Annuity
Future
Payment
Number of
Periods
Interest
Rate
Table B.1
Value
Amount
Borrowed
First payment…….. $5,000 1 6% 0.9434 $ 4,717
Second payment… 5,000 2 6 0.8900 4,450
Second Annuity
Future
Payment
Number of
Periods
Interest
Rate
Table B.1
Value
Amount
Borrowed
First payment…….. $7,500 1 6% 0.9434 $ 7,076
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Fundamental Accounting Principles, 21st Edition
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