Calculating IRR in Excel

aggarwalcma

New Member
Joined
Jul 2, 2021
Messages
4
I have the same cash flows repeated for 10 years. Instead of listing them in a separate cells to calculate IRR is there a way were I can indicate the cash flow and then place the number of times to determine the IRR?
 

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Please provide a concrete example. It is not clear what you mean by "the same cash flows" (plural).

If you mean that the periodic "payment" is the same, use the RATE function.

For example, with a loan of $100,000, ending balance of $20,000 and monthly payments of $1350,
=RATE(12*10, -1350, 100000, -20000) returns a monthly IRR of about 1.00% (1.00295619813352%).
 
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Hi There, is there a better way to calculate the IRR when you have the following data:
IRR.xlsx
ABCDEF
3IRR15.03%-200,000
440,000
540,000
640,000
740,000
830,000
940,000
1040,000
1140,000
1240,000
1358,000
IRR
Cell Formulas
RangeFormula
B3B3=IRR(F3:F13)
 
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The frequency of the irregular cash flows starting in F4 is unclear.

Are those the 10 "repeated" annual cash flows "repeated"?

Or are those 10 monthly cash flows repeated 12 times for a total of 120 monthly cash flows?

The more complete and descriptive you are with your example, the sooner you might get a usable solution.

PS.... Your IRR formula suggests that the ending balance is zero after the last cash flow of 58,000. I suspect, instead, that you mean only that the last cash flow is 58,000, and you omitted or did not account for the ending balance. Am I right? If so, what is the ending balance after 10 years of "repeated" cash flows?
 
Last edited:
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The frequency of the irregular cash flows starting in F4 is unclear.

Are those the 10 "repeated" annual cash flows "repeated"?

Or are those 10 monthly cash flows repeated 12 times for a total of 120 monthly cash flows?

The more complete and descriptive you are with your example, the sooner you might get a usable solution.

PS.... Your IRR formula suggests that the ending balance is zero after the last cash flow of 58,000. I suspect, instead, that you mean only that the last cash flow is 58,000, and you omitted or did not account for the ending balance. Am I right? If so, what is the ending balance after 10 years of "repeated" cash flows?
 
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Hi There, here are some additional descriptions:
Chapter 13 In-Class Problems and Solutions.xlsx
EFG
17Now-200,000
18Year 140,000
19Year 240,000
20Year 340,000
21Year 440,000
22Year 530,000
23Year 640,000
24Year 7 40,000
25Year 840,000
26Year 940,000
27Year 1058,000Last
Problem 2
Cell Formulas
RangeFormula
F17F17=C10
F22F22=C12+C11
F27F27=C12+C13
 
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Originally, you wrote: ``is there a way [where] I can indicate the cash flow and then place the number of times to determine the IRR``.

I demonstrated that with the RATE function.

In your last example, I see nothing "repeated" for 10 years. Instead, I see 10 unequal annual cash flows.

(Moreover, there is no "additional description". And your formulas are useless. They refer to column C, but you do not show us what is in column C. In the previous example, column C is blank.)

Perhaps you simply want:

=IRR(-200000, 40000, 40000, 40000, 40000, 30000, 40000, 40000, 40000, 40000, 58000)

I doubt it; but that is the best I can infer from your "examples". I have to rush out. Good luck!
 
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Errata, too late to edit (sigh)....
there is no "additional description"

Okay, "year 1", "year 2", etc are indeed additional "description". I was hoping for more words -- a more complete description. No matter. I'm done.
 
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Arrgghh! Another dreaded typo, which we cannot edit after 10 min (heavy sigh)....
=IRR(-200000, 40000, 40000, 40000, 40000, 30000, 40000, 40000, 40000, 40000, 58000)

I meant: =IRR( { -200000, 40000, 40000, 40000, 40000, 30000, 40000, 40000, 40000, 40000, 58000 } )
 
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