Question

in the class 10th board examination the pass percentage was 68% if the number of failures was 113984 find the total number of children who appeared for the examination

Answer 1

Answer:

$\red { Total \:Appeared \: students }\green {=356200}$

Step-by-step explanation:

$Let \: Total \:students \: appeared \:for \:the\\examination = x$

$pass \: percentage = 68\%$

$Failure \: percentage = (100 - 68)\%= 32\%$

$32\% \:of \: x = 113984 \:(given)$

$\implies 32\% \times x = 113984$

$\implies \frac{32}{100}\:\times x = 113984$

$\implies x = 113984 \times \frac{100}{32}$

$\implies x = \frac{ 32\times 3562 \times 100}{32}$

$\implies x = 3562 \times 100\\=356200$

Therefore.,

$\red { Total \:Appeared \: students }\green {=356200}$

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Answer 2

Answer:

Answer:

\red { Total \:Appeared \: students }\green {=356200}TotalAppearedstudents=356200

Step-by-step explanation:

\begin{gathered}Let \: Total \:students \: appeared \:for \:the\\examination = x\end{gathered}

LetTotalstudentsappearedforthe

examination=x

pass \: percentage = 68\%passpercentage=68%

Failure \: percentage = (100 - 68)\%= 32\%Failurepercentage=(100−68)%=32%

32\% \:of \: x = 113984 \:(given)32%ofx=113984(given)

\implies 32\% \times x = 113984⟹32%×x=113984

\implies \frac{32}{100}\:\times x = 113984⟹

100

32

×x=113984

\implies x = 113984 \times \frac{100}{32}⟹x=113984×

32

100

\implies x = \frac{ 32\times 3562 \times 100}{32}⟹x=

32

32×3562×100

\begin{gathered}\implies x = 3562 \times 100\\=356200\end{gathered}

⟹x=3562×100

=356200

Therefore.,

\red { Total \:Appeared \: students }\green {=356200}TotalAppearedstudents=356200