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XIRR vs. IRR: What’s the Difference? | GoCardless Skip to content menu Open site navigation sidebar For use case
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Written by GoCardless The GoCardless content team comprises a group of subject-matter experts in multiple fields from across GoCardless.
The authors and reviewers work in the sales, marketing, legal, and finance departments. All have in-depth knowledge and experience in various aspects of payment scheme technology and the operating rules applicable to each.
The team holds expertise in the well-established payment schemes such as UK Direct Debit, the European SEPA scheme, and the US ACH scheme, as well as in schemes operating in Scandinavia, Australia, and New Zealand. See full bio Last editedJune 2021 — 2 min read
What is the IRR formula? What is the XIRR formula? XIRR vs. IRR: example What’s the difference between IRR and XIRR? We can help IRR and XIRR are Excel functions that you can use to determine the rate of return of any particular investment or project. Both functions use the same cash flow , but in many cases, they’ll produce different results. Why is this? In our guide to the difference between IRR and XIRR, we’ll take you through the ins and outs of the IRR and XIRR formulas, providing you with a comprehensive overview of XIRR vs. IRR for business accounting.
IRR stands for Internal Rate of Return. Essentially, the IRR formula enables you to calculate the rate of return on an investment or project, while excluding external factors. The IRR formula is as follows:
0 = NPV = t∑t=1 Ct/(1+IRR)t − C0
This may be a little more complex than the accounting formulas you’ve used before, but once you know what’s going on, it’s relatively simple to navigate. Basically:
Ct = Net Cash Inflow During Period t
C0 = Initial Investment Cost
IRR = Internal Rate of Return
t = Number of Time Periods
Essentially, the IRR formula equates the net present value (NPV) of future cash flows to zero (0). This means that if you calculate the project/investment’s NPV – using IRR as the discount rate – and subtract the value of the original investment, the NPV will be equal to zero. Confused? Don’t worry too much! While you can work out the IRR of a project manually, if you so choose, most people will simply use Excel, as it’s far more efficient.
XIRR stands for Extended Internal Rate of Return. In contrast to IRR, the XIRR formula provides you with an extended rate of return that takes into account cash flows and discount rates, as well as the corresponding dates, providing you with a more accurate ROI percentage . In practical terms, if you’re working in Excel, you’ll simply need to enter two series in the XIRR formula – the series of cash flows and the corresponding dates of these cash flows.
XIRR vs. IRR: example Let’s look at a quick example of the IRR formula and the XIRR formula in action to understand the differences between the two Excel functions.
Imagine that Company A has made an investment in a project:
A
B
C
1
Particulars
Date
Cash flow
2
Initial Investment
10-April-2020
-250,000
3
Return – 1 st Installment
10-April-2021
100,000
4
Return – 2 nd Installment
5-November-2021
150,000
5
Return – 3 rd Installment
2-April-2022
125,000
6
Return – 4 th Installment
17-December-2022
210,000
Using this data, we can calculate the ROI percentage in Excel.
For the IRR formula, simply type “=IRR(C2:C6)”.
For the XIRR formula, simply type “=XIRR(C2:C6, B2:B6)”.
This produces the following values:
As you can see, despite the two formulas using the same cash flows, they have produced different results.
What’s the difference between IRR and XIRR? As we’ve explained, the key difference between IRR and XIRR is the way each formula handles cash flows. IRR doesn’t take into account when the actual cash flow takes place, so it rolls them up into annual periods. By contrast, the XIRR formula considers the dates when the cash flow actually happens. Because of this, XIRR is a more accurate way to evaluate an investment. So, when it comes to XIRR vs. IRR, you should always use XIRR unless you explicitly want to calculate the IRR over a yearly period.
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