Out of 48 students.11/12 part of students passed in englinsh and 9/16 parts students passed in maths find the mumber of stdent in both subjects
Answers
The complete question is:
Out of 48 students.11/12 part of students passed in English and 9/16 parts students passed in Maths. Find the mumber of students who passed in both subjects.
Given:
Number of students= 48
Fraction of students who passed in English= 11/12
Fraction of students who passed in Maths= 9/16
To find:
Number of students who passed in both subjects
Solution:
Number of students who passed in English= 48*( 11/12) = 44
Number of students who passed in Maths= 48*(9/16) = 27
Total number of students who passed in the two= 44+27= 71
On adding the number of students who passed in English and Maths, we get 71 which is greater than the number of total students( due to the fact that some of them passed in both)
So, the number of students who passed in both English and Maths = 71-48 = 23
Number of students who passed in both subjects is 23.
Answer:
23 is right answer friend