Cricket calculator for run rates and player statistics
This cricket calculator turns one set of match, batting, or bowling inputs into the related figures you need together. Calculate current and required run rate, batting average and strike rate, bowling economy, average and strike rate, or add and subtract overs. Every partial over is converted through legal balls before arithmetic.
How can you calculate current and required run rate together?
Enter the score and overs once to calculate current run rate and a full-innings projection. Add the winning target and innings quota to calculate runs needed, legal balls remaining, and required run rate. Keeping these outputs together shows both the pace already achieved and the pace the chase still demands.
What does the current match situation require?
Enter the batting team’s score, completed overs, innings quota, and winning target once. The calculator converts overs into legal balls, then returns current run rate, projected score, runs needed, and required run rate from the same match state.
- Current run rate
- 7.83
- Projected score
- 157
- Runs needed
- 61
- Required run rate
- 13.07
- 28 legal balls remain
Which formulas does this section use?
- Current run rate
- runs scored × 6 ÷ legal balls faced
- Required run rate
- runs needed × 6 ÷ legal balls remaining
- Projected score
- current run rate × innings quota
Worked example: At 120 after 15.2 overs in a 20-over chase of 181, 92 legal balls have been used and 28 remain. The current rate is 7.83, the projection is about 157, and 61 runs are still needed at 13.07 per over.
How can you compare batting average and strike rate?
Batting average measures runs per dismissal, while batting strike rate measures runs per 100 balls. Enter runs once, then add balls faced, innings, and not-outs to see both. The paired result separates consistency from scoring speed and prevents not-out innings from being incorrectly counted as dismissals.
What do this batter’s figures show?
Enter total runs, balls faced, innings batted, and not-outs once. The calculator derives dismissals before reporting batting average and strike rate together. This keeps scoring consistency and scoring speed visible side by side without pretending that either statistic explains the player’s role or match situation alone.
- Dismissals
- 9
- Batting average
- 42.78
- Batting strike rate
- 137.50
Which formulas does this section use?
- Dismissals
- innings batted − not-outs
- Batting average
- total runs ÷ dismissals
- Batting strike rate
- total runs × 100 ÷ balls faced
Worked example: A batter with 385 runs from 280 balls across 12 innings, including three not-outs, has nine dismissals. The batting average is 42.78 and the batting strike rate is 137.50. Neither result alone describes the match situations in which those runs were scored.
How can you compare bowling economy, average, and strike rate?
Bowling economy measures runs per six-ball over, bowling average measures runs per credited wicket, and bowling strike rate measures legal balls per credited wicket. Enter one bowling analysis to see all three. Together they distinguish containment, wicket cost, and wicket frequency without confusing partial overs with decimal values.
What do this bowler’s figures show?
Enter runs conceded, overs bowled, and credited wickets once. The calculator converts partial overs into legal balls, then reports economy, bowling average, and bowling strike rate together. The three outputs separate run control, wicket cost, and wicket frequency instead of treating one number as a complete performance verdict.
- Economy rate
- 7.27
- Runs per six-ball over
- Bowling average
- 20.67
- Runs per credited wicket
- Bowling strike rate
- 17.07
- Legal balls per credited wicket
Which formulas does this section use?
- Economy rate
- runs conceded × 6 ÷ legal balls bowled
- Bowling average
- runs conceded ÷ credited wickets
- Bowling strike rate
- legal balls bowled ÷ credited wickets
Worked example: A bowler conceding 310 runs across 42.4 overs with 15 wickets has delivered 256 legal balls. The economy rate is 7.27, bowling average is 20.67, and bowling strike rate is 17.07 balls per wicket. Run outs are not added to credited wickets.
How do you add or subtract cricket overs?
Convert each overs value to legal balls, add or subtract those ball totals, then convert the result back to overs and balls. Cricket overs are base-6 notation rather than decimals: 3.4 means three overs and four balls, so 3.4 plus 2.5 equals 6.3 overs, not 6.9.
What do these cricket overs total?
Enter two overs values and choose whether to add or subtract them. The calculator treats the digit after the point as legal balls, carries every sixth ball into a complete over, and reserves the result area so switching operations does not shift the page.
Result in cricket overs6.3 overs
Which formulas does this section use?
- Convert overs to balls
- complete overs × 6 + ball digit
- Convert balls to overs
- quotient = overs; remainder = ball digit
Worked example: 3.4 overs is 22 legal balls and 2.5 overs is 17 legal balls. Their total is 39 legal balls, which converts to six complete overs and three balls: 6.3 overs. A ball digit of six or higher is invalid because every sixth legal ball completes the over.
Which specialist cricket tools handle the harder cases?
Use a separate tool when the calculation has a distinct rule and search intent: net run rate handles tournament aggregates and the all-out adjustment, while the DLS estimator supports its narrow pre-chase delay case. The cricket glossary explains each statistic and scoring convention in context.
Ready to score the match live?
Create a free cricket scorecard, update it from your phone, and share one read-only link with everyone following the match. There is no signup, app installation, or player registration before the first ball, and the live score calculates the current and required rates automatically.
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