in a school 90%passed in English and 85%passed in mathematics.and 150 students passed in both.then what is the number of students?
Answers
Answered by
4
Let the total no. of student be x
90 % of x passed in english
90x/100
85 % of x passed in mathematics
No. of students passed in both = 150
Total percentage = students passed in maths + students passed in english - passed in both
100x/100% =85x/100 + 90x/100-150
x = 0.85x +0.9x -150
150 = 0.85x+0.9x -x
150 = 0.75x
150/0.75 = x
200 = x
so the total students are 200
90 % of x passed in english
90x/100
85 % of x passed in mathematics
No. of students passed in both = 150
Total percentage = students passed in maths + students passed in english - passed in both
100x/100% =85x/100 + 90x/100-150
x = 0.85x +0.9x -150
150 = 0.85x+0.9x -x
150 = 0.75x
150/0.75 = x
200 = x
so the total students are 200
Similar questions