Internal Rate of Return (IRR) in Excel

Graemea

Board Regular
Joined
Oct 30, 2015
Messages
116
Office Version
  1. 365
Platform
  1. Windows
Hi,

Can someone please tell me how to use Excel to calculate the Internal Rate of Return (IRR) for the following:

Start Value of Investment ($) 74.2
Addition to Investment ($): 37.1
End Value of Investment ($): 104.4

I know that the IRR is -7.41% but don't know how to get Excel to calculate it.

Thanks!
 

Excel Facts

Convert text numbers to real numbers
Select a column containing text numbers. Press Alt+D E F to quickly convert text to numbers. Faster than "Convert to Number"
The IRR needs to have an initial investment with a negative integer.

Snag_27d0967d.png
 
Upvote 0
Thanks.

That example has a single starting cash outflow flow (1000) followed by 6 inflows, but no final value, which my example has?
 
Upvote 0
Can someone please tell me how to use Excel to calculate the Internal Rate of Return (IRR) for the following:
Start Value of Investment ($) 74.2
Addition to Investment ($): 37.1
End Value of Investment ($): 104.4
I know that the IRR is -7.41% but don't know how to get Excel to calculate it.

You neglect to specify the timing of the investments, which is a critical part of the IRR calcuation.

You also neglect to specify whether the expected IRR (-7.41%) is the periodic IRR, or an annualized IRR (for example). And if the latter, whether the periodic IRR is compounded or simplified multiplied by the number of periods per year.

For example, assume A1 is -74.2, A2 is -37.1, and A3 is 104.4.

(Note that for IRR calculations, cash flows must be signed, with the inflows and outflows having opposite signs.)

If we assume that each cash flow occurs in consecutive time periods (call them time 0, 1 and 2), the periodic IRR would be:

=IRR(A1:A3)

But that results in about -3.78% (-3.77673134858146%).

OTOH, I notice that if we compound that result by 2, we get:

=(1+IRR(A1:A3))^2 - 1

which is indeed about -7.41% (-7.41082570036935%).

So we might guess that the cash flows occur every 1/2 year (6 months), and the expected IRR is the periodic IRR compounded annually, where periods per year is 2.

Coincidence? Or good guess?

-----

PS.... For some purposes, the periodic IRR is simply multiplied by the number of periods per year; so =2*IRR(A1:A3) . But that would result in about -7.55% (-7.55346269716293%), which does not match your expectation.
 
Last edited:
Upvote 0

Forum statistics

Threads
1,214,979
Messages
6,122,552
Members
449,088
Latest member
davidcom

We've detected that you are using an adblocker.

We have a great community of people providing Excel help here, but the hosting costs are enormous. You can help keep this site running by allowing ads on MrExcel.com.
Allow Ads at MrExcel

Which adblocker are you using?

Disable AdBlock

Follow these easy steps to disable AdBlock

1)Click on the icon in the browser’s toolbar.
2)Click on the icon in the browser’s toolbar.
2)Click on the "Pause on this site" option.
Go back

Disable AdBlock Plus

Follow these easy steps to disable AdBlock Plus

1)Click on the icon in the browser’s toolbar.
2)Click on the toggle to disable it for "mrexcel.com".
Go back

Disable uBlock Origin

Follow these easy steps to disable uBlock Origin

1)Click on the icon in the browser’s toolbar.
2)Click on the "Power" button.
3)Click on the "Refresh" button.
Go back

Disable uBlock

Follow these easy steps to disable uBlock

1)Click on the icon in the browser’s toolbar.
2)Click on the "Power" button.
3)Click on the "Refresh" button.
Go back
Back
Top