A coin is tossed four times. What is the probability of getting four heads? (answer in fraction form)
A card is drawn from a standard deck of 52 cards. Find the probability of each of the following events occurring: (fraction form)
a) The card is a club.
b) The card is a five (5).
c) The card is not a face card.
The probability that a DVD player will malfunction before its warranty expires is 32%. What is the probability that the DVD player will NOT malfunction before its warranty expires? (percentage form)
A family has four children. Find the probability that at least two are girls.
(fraction form or two decimal)
Given a 13-card bridge hand has been dealt from a standard deck of 52 cards, what is the probability of having
a) exactly 6 hearts?
b) exactly 7 hearts, three diamonds, two clubs, and one spade?
@zxcvbnm12161 just count the # of hands with exactly 6 hearts. Choose 6 hearts out of 13. Now you have 7 cards left to fill that are non-hearts. How many ways can you fill the remaining 7?
The odds of one heart = 1/52
The odds of a second heart = 1/51
How to factor in the 13-card hand (and whether it even matters) escapes me. Sorry. It’s been 45 years since I had to do SAT questions.
^ I don’t think I did much, except to demonstrate my own stupidity relative to those who actually know how to answer that type of question, but if it helped, I’m glad to have been of service. :-h