You could have a guy who hits one HR (4 bases) in 10 AB's and no other hits. That's 4 (total bases) divided by 10 (total chances for a hit). 4 divided by 10 is what? 0.400. Cal has 259 total bases in 427 chances. 0.593. Who is the better hitter?Sibelius Hindemith wrote: ↑Mon Aug 11, 2025 6:28 pmYou lost me there, why are you comparing those two sets of stats?ddraig wrote: ↑Mon Aug 11, 2025 5:54 pmHow about total bases divided by number of at bats? 4 HR's, 1 T, 6 D's, and 12 S's in 100 AB's. 43 total bases divided by 100. 0.430. Or 45 HR's, 0 T's, 16 D's, 47 S's. That's 259 total bases. divide that by 437 and you get 0.593. In other words, Slugging Percentage.
Now this has flaws as well. If a guy has a boatload of singles and doubles but no HR's, his numbers don't compare to Cal's because he doesn't hit for power but his batting average could be much higher than Cal. So all things considered, there is really no way of coming up with a fair way to judge effectiveness of any hitter. I'm certain a much better mathematician than I could devise a way that is both accurate and fair.