There are currently 16 teams in the national football conference (nfc). of those teams, 11 have won at least one super bowl and 5 have not. suppose that 2 teams are selected at random without replacement. a. find the probability that both selected teams have won at least 1 super bowl. b. find the probability that neither selected team has won at least 1 super bowl. c. find the probability that at least one selected team has won at least 1 super bowl. d. find the probability that the second team selected has won at least 1 super bowl given that the first team selected has not won a super bowl. e. find the probability that the second team selected has won at least 1 super bowl given that the first team selected has won at least 1 super bowl.

You are given 16 teams, 11 have won at least one super bowl and 5 have not.

A. The probability that both selected teams have won at least 1 super bowl is

B. The probability that neither selected team has won at least 1 super bowl is

C. The probability that at least one selected team has won at least 1 super bowl is

D. to find the probability that the second team selected has won at least 1 super bowl given that the first team selected has not won a super bowl, consider such events:

P - the second team selected has won at least 1 super bowl;

Q - the first team selected has not won a super bowl.

Then

E. To find the probability that the second team selected has won at least 1 super bowl given that the first team selected has won at least 1 super bowl, consider events:

M - the second team selected has won at least 1 super bowl;

N - the first team selected has won at least 1 super bowl.

Then

50 min

step-by-step explanation:

they will be decreasing both their times in half

60 / 2 = 30

40/2 = 20

30 + 20 = 50

3 3 6, because in every triangle the longer side is always shorter than the sum of the other two