Solve the problem.
-Among the 635,013,559,600 possible bridge hands (13 cards each)how many contain at least one card that is not a diamond?
A)317,506,779,800 hands
B)635,013,559,587 hands
C)317,506,779,799 hands
D)635,013,559,599 hands

Question

Quizplus · Accepted Answer

The total number of bridge hands is 635,013,559,600. The number of hands with all diamonds is 1 (since there are only 13 diamonds). Therefore, the number of hands with at least one non-diamond card is 635,013,559,600 - 1 = 635,013,559,599.

Solve the Problem. -Among the 635,013,559,600 Possible Bridge Hands (13 Cards Each)how Many