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In an examination, a student requires 40% of the total marks to pass. If Manoj gets 185 marks and fails by 15 marks what is the total marks?
- a)400
- b)500
- c)550
- d)600
Correct answer is option 'B'. Can you explain this answer?
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In an examination, a student requires 40% of the total marks to pass. ...
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In an examination, a student requires 40% of the total marks to pass. ...
Given:
- Manoj gets 185 marks
- Manoj fails by 15 marks
- Manoj requires 40% of the total marks to pass
To find:
- The total marks in the examination
Solution:
Let's assume the total marks in the examination as 'x'.
We know that Manoj requires 40% of the total marks to pass the examination.
So, the passing marks for Manoj can be calculated as:
40% of x = (40/100) * x = 0.4x
Since Manoj fails by 15 marks, we can write the equation as:
0.4x - 15 = 185
Now, let's solve this equation to find the value of 'x'.
0.4x - 15 = 185
0.4x = 185 + 15
0.4x = 200
Dividing both sides by 0.4:
x = 200 / 0.4
x = 500
Therefore, the total marks in the examination is 500.
Hence, option 'B' (500) is the correct answer.
- Manoj gets 185 marks
- Manoj fails by 15 marks
- Manoj requires 40% of the total marks to pass
To find:
- The total marks in the examination
Solution:
Let's assume the total marks in the examination as 'x'.
We know that Manoj requires 40% of the total marks to pass the examination.
So, the passing marks for Manoj can be calculated as:
40% of x = (40/100) * x = 0.4x
Since Manoj fails by 15 marks, we can write the equation as:
0.4x - 15 = 185
Now, let's solve this equation to find the value of 'x'.
0.4x - 15 = 185
0.4x = 185 + 15
0.4x = 200
Dividing both sides by 0.4:
x = 200 / 0.4
x = 500
Therefore, the total marks in the examination is 500.
Hence, option 'B' (500) is the correct answer.
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In an examination, a student requires 40% of the total marks to pass. If Manoj gets 185 marks and fails by 15 marks what is the total marks?a)400b)500c)550d)600Correct answer is option 'B'. Can you explain this answer?
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