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Net present value (NPV) assumes that the cash flows you get from the project are reinvested at the company’s cost of capital.
Internal Rate of Return assumes that the cash flows you get from the project are reinvested at the Internal Rate of Return.
Let’s assume the IRR of a project is higher than the company’s cost of capital. Generally companies don’t invest if the IRR is less than the cost of capital.
I’m wondering how the IRR assumption is possible in this situation as if you have a project which earns the IRR and is discounted at the IRR, the NPV is supposed to be zero. But when we do NPV calculations, we discount at the cost of capital which in this case is lower than the IRR.
If the IRR assumption is true, then the NPV would still be be positive but not zero, since NPV discounts at a lower rate than the IRR. If you reinvest at the IRR, then you’re getting more cash flow than if you’re investing at the cost of capital.
So where am I going wrong here?
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