Hmmm, interesting. I haven’t done the math to compare but here’s a sheet on both “A” and (you guessed it) “B” taper shank bits for use in hammer drills. They call out the tapers as 1:20 and 1:10 respectively.
Different ways of thinking... Inches per foot, percent taper, minutes of angle... All are clean and rational on paper in their own systems, but look like random numbers and strings of decimals on tables when compared to each other.
Might be something silly, like use what you had on hand and make it a standard, even though what you had wasn't standard... Beats me why the tapers vary slightly.
In my way of thinking this is like making the king's foot the standard foot, even though they differ from one another. On Monday's they used his right foot, on Tuesday it was his left.... Think the tapers differ because of a screw up... If not a screw up, what might the reason be?
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