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ANSWER: general education requirements. APEX

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In a group of 60 students 14 students take Algebra 1 20 students take Algebra 2 and 7 students take both subjects. How many students don't take either of these subjects?

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In a group of 60 students 14 students take algebra 1 20 students take algebra 2 and 7 students take both subjects how many students don't take either of these subjects?

To find the number of students who don't take either subject, we first calculate the total number of students taking at least one subject using the formula for the union of two sets: Total taking at least one = (Algebra 1) + (Algebra 2) - (Both) = 14 + 20 - 7 = 27. Therefore, the number of students not taking either subject is 60 - 27 = 33.


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