180 students appeared in an entrance test which has 2 different sections,namely english and maths . 80 students cleared both sections and 90 students cleared math section but not english. how many students cleared english section but not maths. assume that no one failed in both the sections
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Answer:
10 STUDENTS HAVE CLEARED ENGLISH BUT NOT MATHS
sakthishamifb:
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Given
no.of students who passed in both exam = 80
no.of students who passed only in Maths = 90
and no student failed in both subjects
therefore number of students passed in maths = 80 +90 = 170
so, no. of students who passed only in English = students who failed in maths ( no student has failed in both subjects )
= 180-170 = 10
hope this helps please mark me as BRAINLIEST
no.of students who passed in both exam = 80
no.of students who passed only in Maths = 90
and no student failed in both subjects
therefore number of students passed in maths = 80 +90 = 170
so, no. of students who passed only in English = students who failed in maths ( no student has failed in both subjects )
= 180-170 = 10
hope this helps please mark me as BRAINLIEST
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