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WHIP (Walks + Hits per Inning Pitched) Calculator

Calculate a pitcher's WHIP - the average number of baserunners allowed per inning.

Result

WHIP
1.111

About the WHIP Calculator

WHIP (Walks plus Hits per Inning Pitched) is one of the most widely used baseball pitching stats, and this calculator computes it directly from a pitcher's walks allowed, hits allowed, and innings pitched. It measures how many baserunners a pitcher lets on per inning, independent of how many of them eventually score.

How It Works

Enter walks allowed, hits allowed, and innings pitched. The calculator adds walks and hits together, then divides that total by innings pitched, returning WHIP rounded to three decimal places, matching the format used on baseball stat sheets and broadcasts.

WHIP = (Walks Allowed + Hits Allowed) / Innings Pitched

Formula & Methodology

Add the total number of walks issued to the total number of hits allowed over the period being measured, whether that is one start, a season, or a career. Divide that combined baserunner count by innings pitched, entered as a decimal (for example, 72.1 innings would be entered with the standard baseball convention of .1 for one out and .2 for two outs beyond a full inning). The result is the average number of walks-plus-hits a pitcher allows for every inning thrown.

Examples

Solid starter over a season

A starting pitcher allows 22 walks and 58 hits across 72 innings pitched. WHIP = (22 + 58) / 72 = 1.111, a figure considered quite good in modern baseball.

Rough relief outing

A reliever allows 2 walks and 3 hits in 1 inning pitched. WHIP = (2 + 3) / 1 = 5.000, reflecting an unusually bad single outing rather than a sustainable rate.

Advantages

  • Gives a single, easy-to-compare rate stat for how many baserunners a pitcher allows per inning.
  • Works identically for starters and relievers, and for any sample size from one outing to a full career.
  • Rounds to three decimal places, matching the standard format used in official baseball statistics.

Common Mistakes

  • Entering innings pitched as a plain decimal (like 72.3) instead of the baseball convention where .1 and .2 represent partial innings of one and two outs.
  • Comparing WHIP across pitchers with very different sample sizes without accounting for how much a single outing can skew a small sample.
  • Treating WHIP as a complete measure of pitching quality when it ignores strikeouts, extra-base hits, and run prevention entirely.

Edge Cases to Watch For

  • If innings pitched is entered as zero, the calculator returns an error rather than dividing by zero.
  • WHIP does not distinguish between a leadoff walk and a two-out walk with the bases empty, so it treats all walks and hits identically regardless of game situation.
  • Hit batters and errors that put runners on base are not included in the formula, only walks and hits, so a pitcher's true baserunners-allowed rate can be slightly higher than their WHIP.
  • Very small sample sizes (a single relief outing, for example) can produce WHIP values that swing widely and are not representative of a pitcher's underlying performance.

Common Use Cases

  • Baseball fans and fantasy players comparing pitcher performance and durability.
  • Coaches and analysts tracking how a pitcher's baserunner rate trends over a season.
  • Players and parents calculating stats for youth, high school, or college pitchers from a scorebook.
Written & fact-checked by the Calculateus TeamLast updated August 5, 2026How we verify our formulas

Frequently asked questions

What's a good WHIP?

A WHIP under 1.20 is generally considered very good in modern baseball, around 1.30 is average for a starting pitcher, and above 1.40 is considered below average - it directly measures how many baserunners a pitcher allows per inning, regardless of whether they ultimately score.

Conclusion

WHIP distills walks, hits, and innings into one rate that tells you how crowded the basepaths get when a given pitcher is on the mound. This calculator handles the innings-pitched decimal convention and rounding automatically, so the only work left is entering the box score numbers.