@weekslaura.bsky.social
I started off the same as you with (51/52)^52 as the probability of no matches. I grabbed a calculator, which gave me 0.36431... as the answer. Subtracting from 1 gives a 63.6% chance of a match, which is pretty close to Howie's answer.
July 2, 2025 at 12:38 AM
I started off the same as you with (51/52)^52 as the probability of no matches. I grabbed a calculator, which gave me 0.36431... as the answer. Subtracting from 1 gives a 63.6% chance of a match, which is pretty close to Howie's answer.