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In a class of 150 students, 50 students passed in mathematics, 40 students failed only in chemistry and 20 students failed in both the subjects. How many students failed in at least one of the subjects?Choices:-

Question

In a class of 150 students, 50 students passed in mathematics, 40 students failed only in chemistry and 20 students failed in both the subjects. How many students failed in at least one of the subjects?Choices:-

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Solution

To solve this problem, we need to find out the number of students who failed in at least one of the subjects.

Step 1: Find out the number of students who passed in both subjects. We know that 50 students passed in mathematics. Since 20 students failed in both subjects, it means that 30 students (50-20) passed in both subjects.

Step 2: Find out the number of students who failed only in chemistry. We know that 40 students failed only in chemistry.

Step 3: Find out the number of students who failed in at least one subject. This would be the sum of the students who failed in both subjects and the students who failed only in chemistry. So, 20 (failed in both) + 40 (failed only in chemistry) = 60 students failed in at least one subject.

So, the answer is 60 students.

This problem has been solved

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