Siddharthrao77 and other brainly bosses in maths please answer my question?
Q. In a public examination,91% students passed and 8820 students failed.how many students appeared for the examination? how many students passed the examination
Answers
Answered by
1
Answer to your question:
Let total number of students who appeared for the exam be x.
Students who passed=91%
Students who failed=(100-91)%=9%
According to question,
9% of x=8820
9/100*x=8820
x=8820*100/9
x=98,000
Students who appeared for the exam =98,000
Students who passed the exam=91%of x=91/100 *98000=89,180
Hope it helps ^_^
Answered by
1
Let the total number of students appeared for the exam be a
Number of students passed the exam = 91 % of a
= 91a/100
Now,
Number of students passed + Number of students failed = Total number of students
=> 91a/100 + 8820 = a
=> a - 91a/100 = 8820
=> 9a/100 = 8820
=> a = 882000 / 9
=> a = 98000
Total number of students appeared in exam = 98000
Number of students passed = 91 × 98000/100
= 91 × 980
= 89180
Number of students passed the exam = 91 % of a
= 91a/100
Now,
Number of students passed + Number of students failed = Total number of students
=> 91a/100 + 8820 = a
=> a - 91a/100 = 8820
=> 9a/100 = 8820
=> a = 882000 / 9
=> a = 98000
Total number of students appeared in exam = 98000
Number of students passed = 91 × 98000/100
= 91 × 980
= 89180
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