In an examination 50% of the students passed in mathematics and 70% of students passed in science and 10% students failed in both subjects. 300 students passed in atleast one subjects. find the total number of students appeared in the examination, if they took examination in only two subjects.
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hey there
total students will be 1000
hope it helps .
total students will be 1000
hope it helps .
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Solution :-
Given -
50 % students passed in Mathematics.
70 % students passed in Science
10 % students failed in both subjects and 300 students passed in at least one subjects.
Let x be the total number of students.
Total students = 100 %
Passed students = 100 - 10(failed in both subjects)
= 90
Total passed students in at least one subject = (50 + 70) - (90)
= 120 - 90
= 30 %
So, 30 % students passed in at least one subjects.
⇒ 30 % of the total students = 300
⇒ (x*30)/100 = 300
⇒ 30x/100 = 300
⇒ 30x = 300*100
⇒ 30x = 30000
⇒ x = 30000/30
⇒ x = 1000
So, total 1000 students appeared in the examination.
Answer.
Given -
50 % students passed in Mathematics.
70 % students passed in Science
10 % students failed in both subjects and 300 students passed in at least one subjects.
Let x be the total number of students.
Total students = 100 %
Passed students = 100 - 10(failed in both subjects)
= 90
Total passed students in at least one subject = (50 + 70) - (90)
= 120 - 90
= 30 %
So, 30 % students passed in at least one subjects.
⇒ 30 % of the total students = 300
⇒ (x*30)/100 = 300
⇒ 30x/100 = 300
⇒ 30x = 300*100
⇒ 30x = 30000
⇒ x = 30000/30
⇒ x = 1000
So, total 1000 students appeared in the examination.
Answer.
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