I am struggling with this interview prep question... SOS
Two players pick cards from standard 52 card deck without replacement: 1st player picks a card, then 2nd, then again 1st, then 2nd etc. They stop once somebody picks a king (of any suit), the player who picks the king wins. What is the probability that the first player wins? the second player?
Which player has more chances of winning: the first or the second? It is sufficient to set up the correct formula for the probabilities, no need to evaluate it numerically. The last question can be answered without numerical evaluation, by analysis of the formulas
What is the probability that the first player wins? the second player? couldn't be far of from 50% for both... right?
Which player has more chances of winning: the first or the second? Intuition tells me the first person but I'm not sure if that follows or how to setup a formula -- EDIT: for this I'm thinking certainly the first player because they have one more opportunity to win by choosing a king first