Training cost $2,500 and a project required an initial investment of $23,500. If the project yields monthly savings of $2,500 beginning after 4 months, what is the payback period in months (before money costs and taxes)?
I practiced a similar question where we had to account for delays in savings. I think we need to subtract the first four months from the total savings.
Okay, I think I've got it. The key is to recognize that the savings start 4 months after the initial investment, so I need to account for that delay. Then it's just a matter of dividing the total investment by the monthly savings to get the payback period.
I'm a little confused on how to approach this. Do I need to discount the future savings to present value or can I just use the nominal values? And should I round the final answer to the nearest month or leave it as a decimal?
I've got this! The initial investment is $23,500 plus the $2,500 training cost, so $26,000 total. The monthly savings are $2,500, and they start after 4 months. So I just need to divide the total investment by the monthly savings to get the payback period.
Hmm, this is a tricky one. I'm not sure if I should include the training cost in the initial investment or just the project cost. And do I need to account for the 4-month delay before the savings start?
Okay, this looks like a classic payback period calculation. I'll need to find the total initial investment, the monthly savings, and then calculate the number of months it takes for the savings to equal the investment.
I honestly can't remember the exact sequence of the five Ds. I thought "Develop" might make sense, but now I'm confused if it's more about just planning instead.
I think the answer is A) 7.2 months. The monthly savings are $2,500 and the initial investment is $23,500, so the payback period should be around 7.2 months.
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