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Bowling Average Calculator

Written by Orion Tate Orion Tate
Reviewed by Dr. Michael Bennett Dr. Michael Bennett, EdD in Curriculum Development

Last updated 2026-07-09

A bowling average is runs conceded divided by wickets taken, returned here to two decimal places. It states what each wicket cost, which is why a lower number is the better one, unlike most batting statistics. Selectors, club scorers and fantasy players use it to compare bowlers across a season or a career. Two numbers are needed, both from the scorecard: total runs conceded and total wickets taken over whatever span you are measuring. Wickets must be at least one, since a bowler without a wicket has no average at all. The calculation ignores overs bowled, so it says nothing about economy or how quickly those wickets arrived; the page sets out how average, economy rate and strike rate each answer a different question about the same spell.

Bowling Average Calculator

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Bowling Average

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The bowling average is calculated by dividing the total runs conceded by the number of wickets taken. A lower bowling average indicates better bowling performance.

What Is a Bowling Average in Cricket?

What the Bowling Average Calculator Does

A Bowling Average Calculator helps measure how effective a bowler is in cricket. Bowling average shows how many runs conceded by a bowler for each wicket taken. It is one of the most trusted stats used to judge bowling performance.

This calculator gives a quick and clear result. It helps players, coaches, and fans understand bowling impact without doing manual math.

Runs Per Wicket, and Why Lower Is Better

Bowling average connects two key values: runs conceded and wickets taken. A lower bowling average means the bowler gives away fewer runs before taking a wicket. This usually shows strong control and consistency.

Bowling average is a core part of cricket statistics. It helps compare bowlers across matches and seasons, even when they bowl different numbers of overs bowled.

How the Calculator Handles Runs and Wickets

The calculator uses the standard cricket method. You enter total runs conceded and total wickets taken. The calculator divides runs by wickets to produce the bowling average.

This simple process helps with quick player analysis and avoids calculation errors, especially when reviewing multiple bowlers.

What a Low Bowling Average Tells You

Bowling average helps explain how hard it is for batters to score against a bowler. It is often compared with other stats like economy rate to understand bowling efficiency.

Bowling Average Calculator

Bowling average focuses on wicket-taking ability, while economy rate focuses on run control. Both together give a clearer view of performance, and batting-related comparisons during analysis may also include tools like the

How to Calculate Bowling Average

The Bowling Average Formula

Bowling average in cricket follows a simple and widely used formula. It shows how many runs a bowler gives away for each wicket taken.

formula

Bowling Average = Runs Conceded ÷ Wickets Taken

This formula focuses on wicket-taking impact. A lower result means the bowler takes wickets while allowing fewer runs.

Why Overs Bowled Do Not Change the Average

  • Runs Conceded: Total runs scored off the bowler
  • Wickets Taken: Total dismissals by the bowler

Overs bowled do not directly affect bowling average. That is why two bowlers with the same wickets can have very different averages based on runs conceded.

Worked Example: 240 Runs for 12 Wickets

  • Runs Conceded = 240
  • Wickets Taken = 12
  • Bowling Average = 240 ÷ 12
  • Bowling Average = 20

This means the bowler gives away 20 runs per wicket, which reflects strong bowling efficiency.

How the Calculator Applies the Formula

The Bowling Average Calculator automates this process. You enter runs conceded and wickets taken. The calculator divides the values and shows the result instantly.

This helps with quick player analysis and removes manual errors when reviewing multiple bowlers in a match or series.

Bowling Average vs Economy Rate

Bowling average is often compared with economy rate. Economy vs average highlights different strengths. Economy rate shows runs per over, while bowling average shows runs per wicket.

Both metrics together give a better view of bowling performance, especially across different match formats like Test, ODI, and T20 cricket.

Frequently Asked Questions

What is bowling average in cricket?

Bowling average shows how many runs a bowler gives away for each wicket taken. It is calculated by dividing total runs conceded by total wickets. A lower bowling average usually means better bowling performance.

Why is bowling average important?

Bowling average helps judge how effective a bowler is at taking wickets. It shows how costly a wicket is for the opposition. This makes it a key part of cricket statistics used in player evaluation.

How is bowling average different from economy rate?

Bowling average shows runs per wicket, while economy rate shows runs per over. A bowler can have a good economy but a high average if they do not take wickets often. Both stats measure different aspects of bowling efficiency.

Does bowling average depend on overs bowled?

No, overs bowled do not directly affect bowling average. Only runs conceded and wickets taken matter. Overs are more relevant when calculating economy rate, not bowling average.

Is bowling average useful in all match formats?

Yes, bowling average is used in Test, ODI, and T20 cricket. However, its importance can change by format. In Tests, consistency matters more, while in T20s, wicket-taking at key moments is often more valuable.

What is considered a good bowling average?

A good bowling average depends on format and playing conditions. In Test cricket, averages below 30 are usually strong. In ODIs and T20s, lower averages often indicate high impact bowlers, especially when combined with regular wickets.

Methodology. This calculator uses established sports-science and fitness formulas. It is reviewed and maintained by the Vast Calculators editorial team.

Last updated ·

Results are estimates for general use; verify critical figures independently.

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