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A student has to get 40 percent marks to pass an examination. He got 60 marks but fails by 20 marks. Find the maximum marks of the examination.
- a)150
- b)200
- c)300
- d)400
- e)None of these
Correct answer is option 'B'. Can you explain this answer?
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Verified Answer
A student has to get 40 percent marks to pass an examination. He got 6...
Answer –b) 200 Explanation : (40/100)*M – 20 = 60 (M is the maximum marks)
Most Upvoted Answer
A student has to get 40 percent marks to pass an examination. He got 6...
Marks to secured = 40%
Marks obtained = 60
A/Q he failed by 20 Marks
so, let maximum marks be x
40% of x = 60 + 20
=> 40x /100 = 80
=> x = 200 option ( B )
Marks obtained = 60
A/Q he failed by 20 Marks
so, let maximum marks be x
40% of x = 60 + 20
=> 40x /100 = 80
=> x = 200 option ( B )
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A student has to get 40 percent marks to pass an examination. He got 6...
Given information:
- The student needs to score 40% marks to pass the examination.
- He got 60 marks but failed by 20 marks.
To find:
- Maximum marks of the examination.
Solution:
Let's assume the maximum marks of the examination to be 'x'.
- The student needs to score 40% marks to pass the examination, which means he needs to score 40% of x marks.
- We know that the student got 60 marks but failed by 20 marks, which means he scored (60 + 20) = 80 marks.
- 80 marks is equal to 40% of the maximum marks (x) because he needs to score 40% marks to pass the examination.
- So, we can form an equation as follows:
80 = (40/100) * x
- Solving this equation, we get:
x = (80 * 100) / 40
x = 200
Therefore, the maximum marks of the examination are 200.
Answer: Option B.
- The student needs to score 40% marks to pass the examination.
- He got 60 marks but failed by 20 marks.
To find:
- Maximum marks of the examination.
Solution:
Let's assume the maximum marks of the examination to be 'x'.
- The student needs to score 40% marks to pass the examination, which means he needs to score 40% of x marks.
- We know that the student got 60 marks but failed by 20 marks, which means he scored (60 + 20) = 80 marks.
- 80 marks is equal to 40% of the maximum marks (x) because he needs to score 40% marks to pass the examination.
- So, we can form an equation as follows:
80 = (40/100) * x
- Solving this equation, we get:
x = (80 * 100) / 40
x = 200
Therefore, the maximum marks of the examination are 200.
Answer: Option B.
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A student has to get 40 percent marks to pass an examination. He got 60 marks but fails by 20 marks. Find the maximum marks of the examination.a)150b)200c)300d)400e)None of theseCorrect answer is option 'B'. Can you explain this answer?
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