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In 1965, Bill Freehan played for the Detroit Tigers. On Base Percentage (OBP) is considered by many to be a better measure of a great hitter than the Batting Average. It is calculated with the formula (Hits + Walks + Hit by Pitch) / (At Bats + Walks + Hit by Pitch + Sacrifice Flies). In 1965, Bill Freehan had 431 at bats, 101 hits, 39 walks, and was hit by the pitch 7 times. He had 3 sacrifice flies. That gives him an On Base Percentage of .306. Slugging Percentage (SLG) is a popular measure of a batter's power. It is calculated as (Total Bases) / (At Bats). Another way to look at it is (Singles + 2 x Doubles + 3 x Triples + 4 x Home Runs) / (At Bats). In 1965, Bill Freehan had 431 at bats, and hit 76 singles, 15 doubles, 0 triples, and 10 home runs, for a .339 slugging percentage. Being able to get on base and to hit for power are two of the most important offensive skills in baseball, so the On Base Percentage and Slugging Percentage are often added together. On-base plus slugging (OPS) is a sabermetric baseball statistic. The best hitters in Major League Baseball can achieve an OPS of .900 or higher. In 1965, Bill Freehan had a .306 On Base Percentage and a .339 Slugging Percentage for an OPS of .645. Runs Created (RC) is a baseball statistic invented by Bill James to estimate the number of runs a hitter contributes to his team. There are a number of formulas used to calculate it. One of the simplest is (On Base Percentage) × (Total Bases). In 1965, Bill Freehan had a .306 On Base Percentage and 146 Total Bases for 44.71 Runs Created.
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Bill Selby played in 3 games at designated hitter for the Cleveland Indians in 2000, starting in none of them. , equivalent to 0 errors per game (estimate based on total games played in).
Bill Haselman played in 3 games at designated hitter for the Seattle Mariners in 1994, starting in none of them. , equivalent to 0 errors per game (estimate based on total games played in).
Bill Haselman played in 2 games at designated hitter for the Texas Rangers in 1998, starting in none of them. , equivalent to 0 errors per game (estimate based on total games played in).