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Let the total marks be a
In first case
Passing marks = 20% of a +10
= a/5 + 10
= a+50/5---------(1)
Now,
In second case
Passing marks = 42 - 12% of a
= 42 - 12a/100
= 42 - 3a/25
= 1050 - 3a/25------------(2)
From equation 1 and 2, we get
a+50/5 = 1050 - 3a/25
a+50 = 1050 - 3a/5
5a+ 250 = 1050 - 3a
8a = 800
a= 100
Maximum marks = 100
Hope it help you
Please mark as brainliest if you liked the solution
In first case
Passing marks = 20% of a +10
= a/5 + 10
= a+50/5---------(1)
Now,
In second case
Passing marks = 42 - 12% of a
= 42 - 12a/100
= 42 - 3a/25
= 1050 - 3a/25------------(2)
From equation 1 and 2, we get
a+50/5 = 1050 - 3a/25
a+50 = 1050 - 3a/5
5a+ 250 = 1050 - 3a
8a = 800
a= 100
Maximum marks = 100
Hope it help you
Please mark as brainliest if you liked the solution
armman1:
your are the brain list
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