ZWK
Footballguy
Do WRs with bigger hands drop fewer passes? Yes they do, but it's a modest difference.
I found combine hand size data going back to the 2009 draft class, and got data on NFL drops from Pro Football Focus. There were 176 WRs that I found who had at least 1 NFL target and a combine hand size measurement - I split them into 3 groups based on hand size (small, medium, and large). Then I calculated the total drop rate (drops / catches+drops) for each of the 3 groups. The results:
9.125" or less: 9.93% drop rate (534/5380)
9.25" - 9.625": 9.09% drop rate (511/5620)
9.75" or more: 8.43% drop rate (352/4176)
The gap between the small hands group and the large hands group is statistically significant (p = .012 by a chi square test). It is a 1.5 percentage point difference in drop rate. This translates into one extra catch for every 67 catchable passes (roughly 60 catches & 7 drops for a small handed WR vs. 61 catches & 6 drops for a large handed WR).
Another way to look at the data is to treat each player as one data point, and do a linear regression predicting NFL drop rate from hand size. Doing this with the 75 WRs who have 100+ NFL targets gives a slope of -1.4, meaning that each additional inch of hand size translates into a 1.4 percentage point reduction in drop rate. This is very close to the estimate that we got with the other method (it's actually slightly larger than the other estimate, since the "large hands" group had hands that were about 1.2 inches bigger than the "small hands" group, on average).
The data set is here, broken down into all 21 hand size groups (8.25" hands, 8.375" hands, etc.) and including targets, receptions, drops, yards, and TDs for each group.
I found combine hand size data going back to the 2009 draft class, and got data on NFL drops from Pro Football Focus. There were 176 WRs that I found who had at least 1 NFL target and a combine hand size measurement - I split them into 3 groups based on hand size (small, medium, and large). Then I calculated the total drop rate (drops / catches+drops) for each of the 3 groups. The results:
9.125" or less: 9.93% drop rate (534/5380)
9.25" - 9.625": 9.09% drop rate (511/5620)
9.75" or more: 8.43% drop rate (352/4176)
The gap between the small hands group and the large hands group is statistically significant (p = .012 by a chi square test). It is a 1.5 percentage point difference in drop rate. This translates into one extra catch for every 67 catchable passes (roughly 60 catches & 7 drops for a small handed WR vs. 61 catches & 6 drops for a large handed WR).
Another way to look at the data is to treat each player as one data point, and do a linear regression predicting NFL drop rate from hand size. Doing this with the 75 WRs who have 100+ NFL targets gives a slope of -1.4, meaning that each additional inch of hand size translates into a 1.4 percentage point reduction in drop rate. This is very close to the estimate that we got with the other method (it's actually slightly larger than the other estimate, since the "large hands" group had hands that were about 1.2 inches bigger than the "small hands" group, on average).
The data set is here, broken down into all 21 hand size groups (8.25" hands, 8.375" hands, etc.) and including targets, receptions, drops, yards, and TDs for each group.