Question

Malvika gets 98 marks in her exams. This amount to 56% of the total marks. What are the maximum marks?​

Answer 1

Given:-

• Malvika gets 98 marks in her exams. This amount to 56% of the total marks.

To find :-

• The maximum marks = ?

Solution:-

Let the maximum marks be X

Now According to the Question,

→ 56% of x = 98

$\implies \: \frac{56}{100} \times x = 98$

$\implies \: x = 98 \times \frac{100}{56}$

$\implies \: \boxed{ \bf{ \green{ \red{x } \blue{=} 175}}}$

Therefore,the maximum marks are 175.

★ More info :-

$\sf{ \orange{Percent:-}}$It means for every hundred.

➥ Symbol for percentage is %

Hope it helps! :)

Answer 2

Given :

$Malvika \: gets \: 98 \: marks \: in \\ her \: exams. \: This \: amount \\ to \: 56\% \: of \: the \: total \\ marks$

To Find :

$The \: maximum \: marks = \: ?$

Solution Explanation :

$Let \: the \: maximum \: marks \: \\ be \: x$

$Now , \: According \: to \: the \\ question$

$56\% \: of \: x = 98 \\ \\ \frac{56}{100} \times x = 98 \\ \\ x = 98 \times \div \frac{56}{100} \\ \\ x = 98 \times \frac{100}{56} \\ \\ x = \frac{9,800 }{56} \\ \\ x = 175$

$Therefore, \: the \: maximum \\ marks \: are =1 75$