in a mock test 66% students passed in math and 58% in reasoning while 21% failed in both. if 225 students passed in both the subject then find total no of students appeared for test
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out of 100 students 21 % failed
it means 79 % students passed either in maths or reasoning or in both
therefore ,
pass in maths + pass in reasoning - pass in both subjects = total pass students
66 + 58 - both pass = 79
both pass = 66+58-79
= 124 - 79
pass in both subjects = 45 %
now we have the number of students passes in both subjects = 225
45 % -------- 225
100 % -------- ?
solving we get , 100 % students = 500 students
it means 79 % students passed either in maths or reasoning or in both
therefore ,
pass in maths + pass in reasoning - pass in both subjects = total pass students
66 + 58 - both pass = 79
both pass = 66+58-79
= 124 - 79
pass in both subjects = 45 %
now we have the number of students passes in both subjects = 225
45 % -------- 225
100 % -------- ?
solving we get , 100 % students = 500 students
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