A math class had 27 students in it. Of those, 14 are also enrolled in History 17 are enrolled in English. What is the minimum % of the students in class who are also enrolled in History and English?

Let's consider there are zero students who enrolled nothing (because the question asked the minimum) and x = the amount of students who enrolled both History and English.

x = (14 + 17) - 27

x = 31 - 27

x = 4

Now, we can easily calculate the number of students who enrolled in both History and English by percentage. Let's consider that y = the number of students who enrolled in both History and English by percentage.

y = 4/27

y = 14.81%

Conclusion :

The number of students who enrolled in both History and English by percentage is 14.81%

A math class had 27 students in it. Of those, 14 are also enrolled in History 17 are enrolled in English. What is the minimum % of the students in class who are also enrolled in History and English?​

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A math class had 27 students in it. Of those, 14 are also enrolled in History 17 are enrolled in English. What is the minimum % of the students in class who are also enrolled in History and English?