Question

6. In an examination Piyush scored 490 marks. If he scored 70% marks, find the maximum marks
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Answer 1

Answer:

700

Step-by-step explanation:

Aim: To find maximum marks

Given:

- Piyush scored 490 marks

- Piyush scored 70%

Since we do not know the maximum marks, let's keep it as x.

$\frac{490}{x} * 100 = 70$

= $\frac{490*100}{x} = 70$

= $\frac{490*100}{70}= x$

=           x = 7 × 100

=           x = 700

Therefore, the maximum marks is 700.

_________________________

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Answer 2

SOLUTION

GIVEN

In an examination Piyush scored 490 marks.

Piyush scored 70% marks

TO DETERMINE

The maximum marks

EVALUATION

Let maximum marks = 100x

Piyush scored 70% marks

∴ Piyush scored = 70x

Here it is given that Piyush scored 490 marks.

So by the given condition

70x = 490

⇒ x = 7

The maximum marks

= 100 × 7

= 700

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