A candidate has to obtain 66% of total marks to pass. He obtaines 262 marks and fails by 200 marks.find the total marks.
Answers
Answered by
11
Hey there !
Solution:
Let the total marks be X
So pass mark is 66 % of X
A person gets 262 marks and fails by 200 marks.
So the pass mark is 262 + 200 which is 462 marks.
So 66% of X = 462
=> ( 66 / 100 ) * X = 462
=> 0.66 X = 462 marks
=> X = 462 / 0.66 = 700 marks.
Hence the total number of marks is 700.
Hope my Answer helped !
Solution:
Let the total marks be X
So pass mark is 66 % of X
A person gets 262 marks and fails by 200 marks.
So the pass mark is 262 + 200 which is 462 marks.
So 66% of X = 462
=> ( 66 / 100 ) * X = 462
=> 0.66 X = 462 marks
=> X = 462 / 0.66 = 700 marks.
Hence the total number of marks is 700.
Hope my Answer helped !
Answered by
5
hi
let the total marks be X
According to the question,
he gets 262 marks but fails by 200
so
pass mark=262+200
= 462
now,
66% of X =462
X = 462*100/66
X= 700 marks
hence the pass mark is 700
hope it is helpful......
thnx
let the total marks be X
According to the question,
he gets 262 marks but fails by 200
so
pass mark=262+200
= 462
now,
66% of X =462
X = 462*100/66
X= 700 marks
hence the pass mark is 700
hope it is helpful......
thnx
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