n = 52 cards in a standard deck
x = # of face cards (Jack, Queen, and King)
There are 12 face cards (4 Jacks, 4 Queens, and 4 Kings).
P(not a face card) = 1 - P(face card) = 1 - (12/52) = 40/52 = 10/13 = 0.7692
Mary C.
asked 05/20/20Problems solvedProblems solvedProblems solvedProblems solvedProblems solvedProblems solvedProblems solvedProblems solvedProblems solved
n = 52 cards in a standard deck
x = # of face cards (Jack, Queen, and King)
There are 12 face cards (4 Jacks, 4 Queens, and 4 Kings).
P(not a face card) = 1 - P(face card) = 1 - (12/52) = 40/52 = 10/13 = 0.7692
Tom S. answered 05/20/20
Experienced, Patient Secondary School, College, and SAT/ACT Math Tutor
You cannot answer this question unless you assume that Mildred's choosing an apple and peanut butter are independent of each other. They may not be. Maybe she likes to eat them together.
You will need to find the probability that she does NOT bring peanut butter (and you know the probability that she DOES bring peanut butter).
Also, find the probability that she does NOT bring an apple.
If they are independent, you can multiply these two probabilities to get the answer.
If they are not independent, you do not have enough information to get the answer.
Tom S.
05/20/20
Tom S. answered 05/20/20
Experienced, Patient Secondary School, College, and SAT/ACT Math Tutor
This is a counting problem (probability) not a trigonometry problem. If you do something in steps, you can multiply the number of ways to do each step. How many choices does he have for an angel fish? How many choices does he have for a parrot fish? Multiply these answers together to find out how many ways to pick 1 angel fish and 1 parrot fish.
Mark M.
The question is ambiguous. What does "scoop out" mean? Does he select one at a time? Does he troll the tank netting what he can?05/20/20
Mary C.
It means that he used a fishing net to fish out an angelfish and a parrotfish and buy them at the same time. It can also be understood as a colleague fished out, because the problem needs to know that there are several ways he can fish or buy two fish at the same time.05/20/20
Get a free answer to a quick problem.
Most questions answered within 4 hours.
Choose an expert and meet online. No packages or subscriptions, pay only for the time you need.
Mary C.
I think the probability of her without peanut butter is 1-0.8, and the probability of not having apples is 1-0.65. Is this information enough?05/20/20