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  • There are 15 men and 20 women in the company. For a function, the manager wants to choose one man and one woman to represent the function. How many different ways can the manager make this decision

There are 15 men and 20 women in the company. For a function, the manager wants to choose one man and one woman to represent the function. How many different ways can the manager make this decision?

 

Option: 1

100


Option: 2

200


Option: 3

300

 


Option: 4

400


Answers (1)

best_answer

The manager must do two operations in this situation.

Choosing men from a group of 15 men and women from a group of 20 women.

The first selection can be done in 15 different ways, while the second can be done in 20 different ways. 

According to the basic counting principle, the required number of ways is

15\times 20=300.

Posted by

manish painkra

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