In: Accounting
Vaughn Company is performing a post-audit of a project completed
one year ago. The initial estimates were that the project would
cost $254,000, would have a useful life of 9 years, zero salvage
value, and would result in net annual cash flows of $44,700 per
year. Now that the investment has been in operation for 1 year,
revised figures indicate that it actually cost $264,000, will have
a total useful life of 11 years (including the year just
completed), and will produce net annual cash flows of $38,100 per
year. Click here to view PV table.
Evaluate the success of the project. Assume a discount rate of 9%.
(If the net present value is
negative, use either a negative sign preceding the number eg -45 or
parentheses eg (45). Round present value answers to 0 decimal
places, e.g. 125. For calculation purposes, use 5 decimal places as
displayed in the factor table provided.)
Original estimate net present value | $ | ||
Revised estimate net present value | $ |
The project
a. ( is not)
b. ( is )
a success.
A) Original estimate net present value is calculated as follows:
Original estimate net present value = Total present value - Initial Investment
= $ 44,700 * PVIFA (9%,9 )
= $ 44,700 * PVIFA (5.99525) - $254,000
= $267,987.54 - $254,000
= $13,987.54
B) Revised estimate net present value is calculated as follows:
Original estimate net present value = Total present value - Initial Investment
= $ 38,100 * PVIFA (9%,11) - $264,000
= $ 38,100 * PVIFA (6.80519) - $264,000
= $259,277.76 - $264,000
= (4,722.24)
The project is not success because revised estimate net present value is negative as compared to the original estimate net present value