Enter the earned runs and innings pitched into this tool to calculate the Earned Run Average (ERA).
Related
The ERA calculator calculates the number of innings a pitcher has played. By this tool, the earned run average is determined according to the given value.
ERA is a baseball metric that is used to determine the efficiency of a pitcher in a more accurate way than a simple win-to-lose ratio. It indicate the average number of earned runs a pitcher will give up per nine-inning game.
Inning Per Sport:
The earned run average formula is as follow:
Note: Each out that is pitched, counts as 1/3 of an inning.
Earned Run Average is determined by dividing the total number of earned runs allowed by the number of innings pitched and multiplying by game inning (9). The terms in the baseball era formula;
ERA (Earned Run Average) tells the average number of runs a pitcher allows in 9 innings. Let’s take a look at the example below that illustrate the ERA calculation:
If a pitcher has pitched 96 innings and 1 out, then it has allowed 28 Earned Runs.
Solution:
Put the values in the above pitchers era formula:
ERA = [28 / (96 + 1/3)] * 9
ERA = (28 / 96.333) * 9
ERA = 0.29066 * 9
ERA = 2.6159
A lower ERA indicates better performance, while an ERA under 2.5 runs in a typical 9 inning game is considered excellent.
Tim Keefe
He pitched the lowest single season for a history book. His Earned Run Average, measuring runs allowed 105 innings for National League’s Troy Trojans, was a mind-blowing 0.86! This is over the half a run less than anyone else that year.
Related
Links
Home Conversion Calculator About Calculator Online Blog Hire Us Knowledge Base Sitemap Sitemap TwoEmail us at
Contact Us© Copyrights 2026 by Calculator-Online.net
How was your experience today?
Not now
Awesome! Would you mind sharing that on Trustpilot?
Your review helps others find a tool that actually works.
Write a Review on TrustpilotNot now
Sorry to hear that
Tell us what went wrong — we read every message.
Not now
Thanks for your feedback!
We'll use it to make things better.