Math, asked by sanjanasanjay, 1 year ago

in an examination 94% of the candidates passed and the 48 candidates are failed total candidates appeared in the exam of

Answers

Answered by Anonymous
8
\textbf{\huge{ANSWER:}}

Given:

94% of candidates passed

48 candidates failed

Let the number of total candidates be = x

100% - 94% = 6%

That means 6% of candidates failed

Thus;

=》 6% of x = 48

=》 \frac{6}{100} x = 48 \\

=》 x = \frac{48\times 100}{6}\\

=》 \textbf{x = 800}

Therefore, the total number of candidates will be = 800

Hope it Helps!! :)
Answered by ans81
4
HEY MATE HERE IS YOUR ANSWER


Given :-

94 candidates passed

48 candidates failed

Solution :-

Let the total number of candidates be y.

As given 94% candidates passed so it should be 6% failed from 100%

Therefore,

6% of y = 48

➡️ (6/100) y=48

➡️ y = 48 × 100 /6

➡️ y = 800

Therefore,

Total children's are 800.




Hope it will help you

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