In a Mathematics examination,the marks scored by $5$ candidates are $5$ successive odd integers. If their total marks are $185,$ the highest score is

  • A
    $39$
  • B
    $43$
  • C
    $41$
  • D
    $37$

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Similar Questions

$A$ number when divided by a certain divisor leaves a remainder of $241$. When twice the number is divided by the same divisor,the remainder is $112$. Find the divisor.

$2439.97 - 1234.01 + 401.99 = ? + 989.99$

When a number is divided by $56,$ the remainder is $29.$ If the same number is divided by $8,$ then the remainder will be:

Find the unit digit in the product $(4387)^{245} \times (621)^{72}$.

The least prime number is

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