WHIP Calculator — Walks and Hits per Inning Pitched
Free WHIP calculator using MLB's own definition. Reads .1 and .2 innings as one and two outs, and explains why hit batsmen are not counted.
WHIP Calculator
Background.
WHIP stands for walks and hits per inning pitched, and MLB's official glossary defines it in one sentence: it is the sum of a pitcher's walks and hits, divided by his total innings pitched. The statistic exists to answer a question ERA cannot, which is how many runners a pitcher is putting on base in the first place. A pitcher can survive a lot of traffic with good sequencing and a good defence behind him, and his ERA will look fine for a while; his WHIP will have been telling you the truth the whole time.
The first thing worth knowing is that WHIP is not an official statistic. It appears nowhere in the Official Baseball Rules — Rule 9.21, the clause that defines the game's percentage records, covers win percentage, batting average, slugging percentage, fielding average, earned run average and on-base percentage, and stops there. WHIP came from somewhere else entirely. MLB's own glossary records the origin: Daniel Okrent, the writer who invented rotisserie fantasy baseball, coined it in 1979 and originally called it innings pitched ratio. It became a mainstream broadcast statistic because it is simple, because it correlates well with run prevention, and because millions of fantasy players had to compute it every week.
The second thing, and the question that brings most people to a WHIP calculator, is whether hit batsmen count. They do not. MLB's glossary states it plainly: hit batsmen, errors and hitters who reach via fielder's choice do not count against a pitcher's WHIP. That is why this calculator has no hit-by-pitch field. It is a genuine inconsistency in the statistic — a hit batsman puts a runner on first exactly as a walk does — but it is the definition as MLB publishes it, and a calculator that quietly added hit batsmen would disagree with every published WHIP in the sport.
The third thing is the denominator, and it is where calculators go wrong. Baseball writes innings pitched in a notation that looks decimal and is not. The Official Baseball Rules instruct the scorer to count each putout as one third of an inning, so a reliever who has recorded 223 outs has thrown 74 and one third innings, printed as 74.1. That trailing digit counts outs, not tenths. Over a full season the difference is small; over a single appearance it is enormous, because 0.1 innings read as a decimal is 0.1 instead of 0.333, tripling the result. This calculator decodes the notation, shows you the out count it derived so you can check it, and refuses a fractional part of .3 through .9 because no such innings total can exist.
Alongside WHIP the page reports the same information on the per-nine-innings scale that the rest of pitching statistics uses: hits per nine, walks per nine, and baserunners per nine. That last one is exactly nine times WHIP, and it is the number that makes the statistic click. A WHIP of 1.00 is nine baserunners a game. A WHIP of 1.30 — a thoroughly ordinary figure — is nearly twelve, which is three extra men on base every start, and that is the difference between a rotation anchor and a fifth starter. Splitting the total into hits and walks matters too, because they have different causes and different cures: a high walk rate is a command problem the pitcher owns outright, while a high hit rate mixes his own contact quality with the defence behind him and a large slice of luck.
Below the widget you will find MLB's definition verbatim, the innings-notation rule with its rulebook citation, a worked example reproducing the lowest qualifying WHIP of the 2024 season from official MLB data, two further published seasons as independent checks, an explanation of what a good WHIP looks like, and an honest account of what WHIP misses — chiefly that it treats a home run and a walk as the same event.
What is whip calculator?
WHIP (walks and hits per inning pitched) is the number of baserunners a pitcher allows per inning by walk or hit. The formula is (BB + H) ÷ IP. It is not defined in the Official Baseball Rules; it originated in rotisserie fantasy baseball in 1979 and was later adopted into MLB's official glossary, which is the authority this calculator follows. Three ways of reaching base are deliberately excluded — hit batsmen, errors and fielder's choices — so WHIP is a measure of two specific failures rather than of all traffic. Because innings pitched is the denominator, WHIP is expressed per inning rather than per nine, which puts it on an unfamiliar scale for anyone used to ERA: multiply by nine to get baserunners per game. A WHIP near 1.00 marks an excellent starter, 1.10 to 1.20 a very good one, roughly 1.30 an average one, and anything above 1.45 a serious problem. Elite relievers can go well below 1.00 over their much shorter workloads. WHIP's great advantage over ERA is that it does not depend on sequencing: it does not matter whether the runners scored, only that they reached. Its great weakness is that it weights every baserunner equally, so a solo home run and a four-pitch walk are the same event. That is exactly the gap fielding independent pitching was built to close, by weighting home runs, walks and strikeouts by their measured run value.
How to use this calculator.
- Enter hits allowed. This is the hit total charged to the pitcher, not the number of batted balls that found grass — a batter who reaches because a fielder made an error is not credited with a hit and does not count here.
- Enter walks allowed, including intentional walks. Do not add hit batsmen: MLB's definition excludes them, and adding them will make your figure disagree with every published WHIP.
- Enter innings pitched exactly as the box score prints them. 74.1 means 74 and one third. 6.2 means six and two thirds. If your source gives a true decimal such as 74.33, convert it back by multiplying the fraction by three and writing the resulting out count after the point.
- Check the 'outs recorded' output first. It must equal three times the whole innings plus the digit after the point. If it does not match your expectation, the notation was entered wrongly.
- Read WHIP to two decimal places, the way it is published. Then read baserunners per nine innings beside it — that is the same number rescaled to a full game, and it is far easier to picture.
- Compare hits per nine against walks per nine to see which half of the problem you are looking at. A pitcher at 9.5 hits and 1.5 walks per nine and one at 6.5 hits and 4.5 walks have almost the same WHIP and completely different diagnoses.
The formula.
Two steps, and the second is the one that catches people.
Step one, the numerator. Add walks to hits. That is all of it. There is no weighting: a bases-clearing double and a four-pitch walk each contribute one. There is also no hit-by-pitch term, no error term and no fielder's-choice term, because MLB's definition excludes all three. The exclusion of hit batsmen is genuinely arbitrary — the runner ends up on first either way — and it survives because changing it now would break every historical WHIP ever published.
Step two, the denominator. Convert the innings notation to outs: outs = 3 × whole innings + the digit after the point. 74.1 gives 3 × 74 + 1 = 223 outs. Then convert back to true innings by dividing by three: 223 ÷ 3 = 74.333333…. Divide the baserunner total by that. Never divide by the printed notation. The size of the error depends on the workload: over 200 innings the difference between 200.2 and 200.667 is a fifth of a per cent, invisible at two decimal places; over a single relief appearance of 0.2 innings the difference is between dividing by 0.2 and dividing by 0.667, which is a factor of 3.3.
The per-nine outputs restate the same numbers on the scale used by ERA, strikeout rate and walk rate, so they can be compared directly. Each is nine times the count divided by true innings. Baserunners per nine is exactly nine times WHIP, and the calculator computes it independently rather than by multiplication so that the agreement between the two is a genuine check rather than a tautology — the unit tests assert it to nine decimal places.
One thing WHIP is not is a rate per batter faced. A pitcher who allows one baserunner and then induces a double play has faced fewer batters than one who allows one baserunner and strikes out three, but they have identical WHIPs over the same innings. If you want a per-batter measure, on-base percentage against is the statistic you are looking for, and it does include hit batsmen.
One precision note. WHIP is published to two decimal places, and two-decimal rounding hides a lot: 1.195 and 1.204 both print as 1.20 but are three baserunners apart over 200 innings. This calculator carries full precision through and rounds once at the display boundary.
A worked example.
Emmanuel Clase of the Cleveland Guardians posted the lowest qualifying WHIP in Major League Baseball in 2024. MLB's official data feed gives his line as 74.1 innings pitched with 39 hits and 10 walks allowed — and it also reports his out total as 223, which confirms the notation: 74 × 3 + 1 = 223. Convert to true innings: 223 ÷ 3 = 74.3333. Add the baserunners: 39 + 10 = 49. Divide: 49 ÷ 74.3333 = 0.659192825…, which the calculator returns as 0.6591928251 and MLB publishes as 0.66. Rescaled to a full game that is 5.93 baserunners per nine innings, against a WHIP of 1.00 which would be nine. Split into its halves, he allowed 4.72 hits and 1.21 walks per nine — the walk figure is the more remarkable of the two, since roughly 3.0 is a typical modern rate, and it is why the total is so low despite the hits being ordinary for a high-leverage reliever. Note what the notation would have cost a careless calculation. Reading 74.1 as the decimal 74.1 gives 49 ÷ 74.1 = 0.6613, which still prints as 0.66 over a season this long. But apply the same misreading to a single one-out appearance in which he allowed one baserunner and you would divide by 0.1 instead of 0.3333, reporting a WHIP of 10.00 where the true figure is 3.00. The error is invisible at season length and catastrophic at appearance length, which is exactly why this page shows you the decoded out count.
Frequently asked questions.
What is the WHIP formula?
Does hit by pitch count in WHIP?
Is WHIP an official baseball statistic?
How do I handle .1 and .2 innings in a WHIP calculation?
What is a good WHIP?
What is the difference between WHIP and ERA?
Why doesn't WHIP weight a home run more heavily than a walk?
Can WHIP be below 1.00 over a full season?
Does the defence behind a pitcher affect his WHIP?
How is WHIP used in fantasy baseball?
References& sources.
- [1]Major League Baseball. Official MLB Glossary, "Walks And Hits Per Inning Pitched (WHIP)": "The formula is simple enough -- it's the sum of a pitcher's walks and hits, divided by his total innings pitched", the explicit exclusion "Hit batsmen, errors and hitters who reach via fielder's choice do not count against a pitcher's WHIP", and the origin — coined by Daniel Okrent in 1979 as innings pitched ratio. This is the definition implemented here.
- [2]Office of the Commissioner of Baseball (2025). Official Baseball Rules, 2025 Edition, Rule 9.02(c)(1) Comment: "In computing innings pitched, the Official Scorer shall count each putout as 1/3 of an inning." Source of the .1 / .2 notation parsing. A full-text search of the same document confirms that WHIP is not defined anywhere in the rules — Rule 9.21 lists win percentage, batting average, slugging percentage, fielding average, earned-run average and on-base percentage, and no others.
- [3]Major League Baseball. Official MLB Glossary, "Innings Pitched (IP)": "Because there are three outs in an inning, each out recorded represents one-third of an inning pitched", plus the note that a double play is worth two thirds of an inning and that a batter reaching on an error credits no fraction of an inning.
- [4]MLB Stats API (statsapi.mlb.com), season pitching statistics for player 661403 (Emmanuel Clase), 2024: innings pitched "74.1", outs 223, hits 39, walks 10, published whip "0.66". Source of the worked example, and independent confirmation that "74.1" encodes 223 outs.
- [5]MLB Stats API (statsapi.mlb.com), season pitching statistics for player 669373 (Tarik Skubal), 2024: 192.0 innings, 142 hits, 35 walks, published whip "0.92"; and player 519242 (Chris Sale), 2024: 177.2 innings, 141 hits, 39 walks, published whip "1.01". Both are reproduced exactly by this calculator and are held as unit tests.
- [6]Major League Baseball. Official MLB Glossary, "Earned Run Average (ERA)": the per-nine-innings framing used for the H/9, BB/9 and baserunners-per-9 outputs on this page, and the reference point against which WHIP is usually read.
In this category
Embed
Quanta Pro
Paid features are coming later.
- All 590 calculators remain free
- No billing is enabled