Long-term investment decision, NPV method Jenny Jenks has researched the financial pros and cons of entering into a 1-year MBA program at her state university. The tuition and needed books for a master's program will have an upfront cost of
$52,000.
If she enrolls in an MBA program, Jenny will quit her current job, which pays
$50,000
per year after taxes (for simplicity, treat any lost earnings as part of the upfront cost). On average, a person with an MBA degree earns an extra
$21,000
per year (after taxes) over a business career of
39
years. Jenny believes that her opportunity cost of capital is
6.9%.
Given her estimates, find the net present value (NPV) of entering this MBA program. Are the benefits of further education worth the associated costs?
The following time line depicts the cash flows associated with this problem:
00
11
22
39
Tuition left parenthesis CF 0 right parenthesisTuition (CF0)
−$102,000
Extra earnings Extra earnings
$21,000
$21,000 times •••
$21,000
The net present value (NPV) of entering this MBA program is
_____.
(Round to the nearest dollar.)
Are the benefits of further education worth the associated costs? (Select the best answer below.)
Yes, the benefits of further education are worth the associated costs. Since the net present value (NPV) of entering this MBA program is greater than $0, Jenny will earn a return greater than her opportunity cost of capital. This decision will increase Jenny's wealth by an amount equal to the NPV.
No, the benefits of further education are not worth the associated costs. The net present value (NPV) of entering this MBA program is less than $0, this means Jenny will earn a return lower than her opportunity cost of capital. This decision will decrease Jenny's wealth by an amount equal to the NPV.
NPV of the option = Initial Capital+ PV of annuity which is calculated as (Annuity*(1-1/(1+r)^n)/r)
= -(52000+50000) + 21000*(1-1/(1+6.9%)^39)/6.9%
= -102000+21000*13.41871
= 179792.91
Yes, the benefits of further education are worth the associated costs. Since the net present value (NPV) of entering this MBA program is greater than $0, Jenny will earn a return greater than her opportunity cost of capital. This decision will increaseJenny's wealth by an amount equal to the NPV.
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