Mike recently won a contest in which he will have the opportunity to shoot free throws in order to win $10,000. In
order to win the money Mike can either shoot 1 free throw and make it, or shoot 3 free throws and make at least
2 of them. Mike occasionally makes shots and occasionally misses shots. He knows that his probability of making
a single free throw is p, and that this probability doesn't change. Would Mike have a better chance of winning if
he chose to attempt 3 free throws?
(1) p < 0.7
(2) p > 0.6
[spoiler]
OA:B[/spoiler]
order to win the money Mike can either shoot 1 free throw and make it, or shoot 3 free throws and make at least
2 of them. Mike occasionally makes shots and occasionally misses shots. He knows that his probability of making
a single free throw is p, and that this probability doesn't change. Would Mike have a better chance of winning if
he chose to attempt 3 free throws?
(1) p < 0.7
(2) p > 0.6
[spoiler]
OA:B[/spoiler]
What you think, you become.
