Respuesta :
Answer:
In the play, 14 boys are working.
Step-by-step explanation:
First, we must evaluate the number of girls that can be at most in the group of 20.
Since if the group has 15 students there should be at least 1 girl, we can assume that in the group of 20 there should be 6 girls. In this way, we will not be able to put together any group of 15 without including a girl.
With the same reasoning, in a group of 7, there should be at least 1 boy, so we can deduce that in the group of 20 there are 14 boys. In this way, we will not be able to assemble a group of 7 without having at least one child.
14 boys + 6 girls = 20
In this way, we would be fulfilling both conditions, since we could form groups of 7 with at least 1 boy and groups of 15 with at least 1 girl.
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