In an examination, Ramu and Raju secured 783 marks and 684 marks respectively. If Ramu secured $87 %$ marks, then the percentage of marks secured by Raju is ________.

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Solution

Let the total marks be $x$ .
Ramu secured $= 87 % \times x = 783 ⟹ x = 900$ .
Raju secured $= \frac{684}{900} \times 100 = 76 %$ .

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In an examination, Ramu and Raju secured 783 marks and 684 marks respectively. If Ramu secured 87% marks, then the percentage of marks secured by Raju is ________.

Let the total marks be x.Ramu secured =87%×x=783⟹x=900.Raju secured=684900×100=76%.

In an examination, Ramu and Raju secured 783 marks and 684 marks respectively. If Ramu secured $87 %$ marks, then the percentage of marks secured by Raju is ________.

Let the total marks be $x$ .
Ramu secured $= 87 % \times x = 783 ⟹ x = 900$ .
Raju secured $= \frac{684}{900} \times 100 = 76 %$ .