In an examination 25% candidates failed in Mathematics and 20% students failed in
English. If 5% students failed in both the subjects, find the percentage of students
who passed in both the subjects.
Answers
The percentage of students who passed in both the subjects is 60%.
Step-by-step explanation:
Given:
In an examination 25% candidates failed in Mathematics and 20% students failed in English. If 5% students failed in both the subjects.
Now, to find the percentage of students who passed in both the subjects.
So, let 100% be total percentage of students.
As, given 25% candidates failed in Mathematics and 20% students failed in English.
And 5% students failed in both the subjects.
Now, total percentage of candidates failed in Mathematics only =
So, total number percentage of candidates failed in English only =
Thus, total percentage of students failed =
Now, to get the total percentage of students who passed in both the subjects we subtract total percentage of students failed from total percentage of students:
Therefore, the percentage of students who passed in both the subjects is 60%.
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