When given NPV, I have trouble understanding how IRR functions. I read some materials online, it mentioned that the IRR (which is the discount rate) that makes NPV goes 0. Hence, for example:
Year | 0 | 1 | 2 | 3 | 4 |
Present Value | (900) | 247.72 | 282.78 | 366.06 | 17.77 |
NPV = 9.32
I understand we can use IRR function in excel, however, when I want to do it in an trial end error method, what formula should I insert my "guess" rate?
Kindly explain.
In this case, how do I calculate the IRR manually?
Trial and error:
Approach 1: The discount rate used to calculate NPV can be the guess rate
Approach 2: In excel, write the below formula in cell A1
=-900+247.72/(1+B1)+282.78/(1+B1)^2+366.06/(1+B1)^3+17.77/(1+B1)^4
Go to Data->What if Analysis->Goal Seek->Set Cell A1 To value 0 By changing cell B1
You will get the value of IRR in cell B1
Approach 3: =IRR({-900;247.72;282.78;366.06;17.77})
Manually:
-900+247.72/(1+r)+282.78/(1+r)^2+366.06/(1+r)^3+17.77/(1+r)^4=0
Let 1/(1+r) be x
IRR manually is possible by solving the polynomial equation -900+247.72*x+282.78*x^2+366.06*x^3+17.77*x^4=0
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