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In an examination, Summit got 30% marks and failed by 15 marks. In the same examination, Rohit got 40% marks, which is 35 marks more than the pass marks. Then what is the total marks in the examination?
  • a)
    500
  • b)
    250
  • c)
    600
  • d)
    450
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
In an examination, Summit got 30% marks and failed by 15 marks. In the...
Let the total marks be x.
Sumit got = 30% of x
= 0.3x
Passing marks = 0.3x+15

Rohit got = 40% of x
= 0.4x
Passing marks = 0.4x - 35

Equating both passing marks , we get
0.3x+15 = 0.4x - 35
50 = 0.1x
x = 500

Total marks = 500 , i.e. , option a) 500
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Community Answer
In an examination, Summit got 30% marks and failed by 15 marks. In the...
Given:
- Summit got 30% marks and failed by 15 marks.
- Rohit got 40% marks, which is 35 marks more than the pass marks.

To find:
The total marks in the examination.

Solution:
Let's assume that the total marks in the examination are 'x'.

Summit's Marks:
Summit got 30% marks which means he scored 30/100 * x = 0.3x marks.
Since he failed by 15 marks, his score would be 0.3x - 15.

Rohit's Marks:
Rohit got 40% marks which means he scored 40/100 * x = 0.4x marks.
His score is also 35 marks more than the pass marks, so his score would be 0.4x - 35.

Since both Summit and Rohit are referring to the same examination and their scores are calculated based on the same total marks 'x', we can equate their scores.

0.3x - 15 = 0.4x - 35
0.4x - 0.3x = 35 - 15
0.1x = 20
x = 20 / 0.1
x = 200

Therefore, the total marks in the examination is 200.

Answer:
The total marks in the examination is 200 (Option A).
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In an examination, Summit got 30% marks and failed by 15 marks. In the same examination, Rohit got 40% marks, which is 35 marks more than the pass marks. Then what is the total marks in the examination?a)500b)250c)600d)450Correct answer is option 'A'. Can you explain this answer?
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