A cooking club has 12 members. How many ways can they select a president and vice president from among the members?

A. 220
B. 66
C. 1320
D. 132

The question is on how many ways can a cooking club with 12 members select a president and a vice president among themselves. First, 12 of them are selecting a president and they can do it in 12 different ways, then, 11 of them are selecting a vice president and they can do it in 11 different ways. When we multiply 12*11 we get that the overall number of ways they can select a president and a vice president is 132. So the correct answer is D. 132.

Answered by W0lf93 | 2024-06-11

the correct answer is d 132

Answered by Anonymous | 2024-06-11

There are 12 choices for president and 11 remaining choices for vice president after that. Multiplying these together gives us a total of 132 ways to select both positions. Hence, the answer is D. 132.
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Answered by W0lf93 | 2024-12-23