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In the examination a candidate must get 2/5 marks to pass, out of total marks.Shiyam appeared in the exam ang got 198 marks and still failed by 36 marks.The maximum mark is

  • a)
    560

  • b)
    610

  • c)
    585

  • d)
    480

  • e)
    None of these

Correct answer is option 'C'. Can you explain this answer?
Verified Answer
In the examination a candidate must get 2/5 marks to pass, out of tota...
Let the maximum mark be M.



Since Shiyam got 198 marks and still failed by 36 marks, this means that Shiyam needed 2/5 of the maximum mark to pass.



Therefore, 2/5 of M is equal to 198 + 36 = 234.



To find M, we can multiply both sides of the equation by 5/2:



M = 234 * 5/2 = 585.



So, the maximum mark is 585.
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Most Upvoted Answer
In the examination a candidate must get 2/5 marks to pass, out of tota...
2x = 198+36 = 234
Max = 234*5/2 = 585
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Community Answer
In the examination a candidate must get 2/5 marks to pass, out of tota...
2x = 198+36 = 234
Max = 234*5/2 = 585
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In the examination a candidate must get 2/5 marks to pass, out of total marks.Shiyam appeared in the exam ang got 198 marks and still failed by 36 marks.The maximum mark isa)560b)610c)585d)480e)None of theseCorrect answer is option 'C'. Can you explain this answer?
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