Cricket Average Calculator

A batting average is runs scored divided by times dismissed:

Batting average = Runs ÷ Dismissals

Score 850 runs and get out 17 times and your average is 850 ÷ 17 = 50.00. A bowling average is runs conceded divided by wickets taken, and for bowlers a lower number is better: concede 612 runs for 18 wickets and the bowling average is 612 ÷ 18 = 34.00. Enter your own figures below and the tool works out both, plus strike rates.

Cricket batting average formula: 850 runs divided by 17 dismissals equals 50.00
Figure 1. Batting average — 850 runs ÷ 17 dismissals = 50.00 — averagecalculatoronline.com
Dismissals: 17
Batting average: 50.00
Batting strike rate: —

How it works

  1. Pick a mode. Batting average rates a batter; bowling average rates a bowler. They are not comparable with each other — a great batting average is high, a great bowling average is low.
  2. Count dismissals, not innings. A batter who finishes not out was not dismissed, so those innings do not go in the denominator. Dismissals = innings played − not-out innings.
  3. Divide. Runs ÷ dismissals gives the batting average; runs conceded ÷ wickets gives the bowling average.
  4. Add strike rate for context. Batting strike rate (runs per 100 balls) rewards fast scoring; bowling strike rate (balls per wicket) rewards frequent wickets. Economy (runs per over) completes the bowling picture.

Benchmark table (rough guide, not a ranking)

Measure Rough guide
Batting average 50 or aboveElite — a career at this level is rare
Batting average 40–50Very good
Batting average 30–40Solid professional standard
Bowling average under 25World-class
Bowling average 25–30Very good
Bowling average 30–35Good
Bradman career batting average99.94 (6,996 runs ÷ 70 dismissals)

The Bradman figure is the famous outlier: his 99.94 has stood since 1948, and the next best career averages sit in the low 60s.

Bradman benchmark chart: Don Bradman 99.94 against a worked example of 50.00
Figure 2. The Bradman benchmark — 6,996 runs ÷ 70 dismissals = 99.94 — averagecalculatoronline.com

Worked examples

Example 1 — A strong season: batting average 50.00

Runs 850, dismissals 17.

  • 850 ÷ 17 = 50.00

Example 2 — Why not-outs matter: 50.00, not 40.00

A batter scores 1,000 runs in 25 innings, finishing not out 5 times.

  • Dismissals: 25 − 5 = 20
  • Correct average: 1,000 ÷ 20 = 50.00
  • Common mistake: 1,000 ÷ 25 = 40.00 — this wrongly counts not-out innings as dismissals and understates the average by a full 10.00 runs.

Example 3 — A bowling season: average 34.00

Runs conceded 612, wickets 18, balls bowled 540.

  • Bowling average: 612 ÷ 18 = 34.00
  • Bowling strike rate: 540 ÷ 18 = 30.00 balls per wicket
  • Economy: 612 ÷ (540 ÷ 6) = 612 ÷ 90 = 6.80 runs per over

Example 4 — Average plus strike rate: 60.00 at 133.33

A batter scores 240 runs off 180 balls and is dismissed 4 times.

  • Batting average: 240 ÷ 4 = 60.00
  • Batting strike rate: 240 ÷ 180 × 100 = 133.33

The two numbers answer different questions: the average says how many runs per dismissal, the strike rate says how fast those runs came.

Not-out effect chart: dividing by innings gives 40.00 but dividing by dismissals gives 50.00
Figure 3. Why not-outs matter — 1,000 ÷ 20 dismissals = 50.00, not 1,000 ÷ 25 = 40.00 — averagecalculatoronline.com
Cricket bowling average example: 612 runs divided by 18 wickets equals 34.00
Figure 4. Bowling average — 612 runs ÷ 18 wickets = 34.00, strike rate 30.00 balls per wicket — averagecalculatoronline.com

Tips and mistakes

  • Never divide by innings. The single most common error is runs ÷ innings. Always subtract not-out innings first.
  • Small samples mislead. An average from 3 innings says almost nothing; the same 50.00 over 100 innings says a great deal.
  • Do not compare batting and bowling averages directly. A batting average of 40 and a bowling average of 25 are both excellent — the scales run in opposite directions.
  • Averages can fall even when you score. A batter on 2,400 runs ÷ 60 dismissals = 40.00 who is then out for 0 moves to 2,400 ÷ 61 = 39.34. Every dismissal without runs pulls the average down.
  • An unbeaten innings lifts the average without adding a dismissal. A batter on 2,400 runs ÷ 60 dismissals = 40.00 who then scores 100 not out moves to 2,500 ÷ 60 = 41.67.

Frequently asked questions

How is a batting average calculated?

Divide runs scored by times dismissed: Batting average = Runs ÷ Dismissals. For example, 850 runs and 17 dismissals give 850 ÷ 17 = 50.00.

Why do not-out innings not count as dismissals?

Because the batter was not dismissed in those innings. Counting them would punish a batter for finishing unbeaten: 1,000 runs in 25 innings with 5 not outs is 1,000 ÷ 20 = 50.00, not 1,000 ÷ 25 = 40.00.

What is a good batting average?

As a rough guide, 50 or above is elite, 40–50 is very good, and 30–40 is a solid professional standard. Don Bradman’s career average of 99.94 (6,996 runs ÷ 70 dismissals) stands far above every other career figure.

How is a bowling average calculated, and is lower better?

Divide runs conceded by wickets taken: Bowling average = Runs conceded ÷ Wickets. For example, 612 runs for 18 wickets is 612 ÷ 18 = 34.00. Yes — for bowlers a lower average is better, because it means fewer runs given away per wicket.

What is the difference between batting average and strike rate?

Batting average is runs per dismissal (850 ÷ 17 = 50.00); batting strike rate is runs per 100 balls (240 ÷ 180 × 100 = 133.33). Average measures consistency, strike rate measures scoring speed — a batter can be high in one and modest in the other.

Can a batting average go down even when the batter scores runs?

Yes, if the batter is dismissed cheaply. A batter on 2,400 runs ÷ 60 dismissals = 40.00 who is out for 0 moves to 2,400 ÷ 61 = 39.34. Conversely, an unbeaten innings adds runs without adding a dismissal, so it always lifts the average.

Disclaimer

Averages describe past performance only; they do not predict future results. Career benchmarks are rough guides, not selection standards, and short samples (a handful of innings) can mislead. This page is a statistics aid, not coaching or professional advice.

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Last updated: November 3, 2026.