Inflation rate and discount rate?

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To incorporate an average yearly inflation rate of 2.10% and a discount rate of 5.75% into a project with a 6-year payback period, one can calculate the net present value (NPV) by adjusting each cash flow using the formula (1.021/1.0575)^t, where t represents the time to the cash flow. The NPV is determined by summing these adjusted cash flows. For a more accurate payback period that accounts for inflation and discounting, it is essential to find the smallest time T where the cumulative cash flows become non-negative. This method is particularly effective if negative cash flows occur primarily at the beginning of the project. If cash flows fluctuate between positive and negative, using the internal rate of return (IRR) is recommended for a better assessment.
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Homework Statement
inflation and discount rate
Relevant Equations
payback
I have a payback for a project of 6 years without counting the inflation rate and discount rate. If the Payback is 6 years, how do you add an average yearly inflation rate of 2.10% and a discount rate of 5.75%?
 
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What do you want to calculate?
If you want a net present value (NPV) you multiply each cash flow by ##\left(\frac{1.021}{1.0575}\right)^t## where ##t## is the time to the cash flow. Add up those inflated and discounted cash flows to get a NPV.

One way to calculate a payback period using inflated and discounted cash flows is as the smallest T such that the sum of all inflated and discounted cash flows up to time T is non-negative.

This only gives a meaningful number if the main negative cash flows are at the beginning. If the pattern cycles between positive and negative cash flows, payback period is not a helpful measure. Internal rate of return (IRR) would be better.
 
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