In an examination,there were 2000 candidates, | vedclass

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(B) Total candidates $= 2000$.Number of boys $= 900$.Number of girls $= 2000 - 900 = 1100$.Number of boys who passed $= 32 \% 	ext{ of } 900 = \frac{

Vedclass · Accepted Answer

$64.7$

Vedclass · Answer

(B) Total candidates $= 2000$.Number of boys $= 900$.Number of girls $= 2000 - 900 = 1100$.Number of boys who passed $= 32 \% 	ext{ of } 900 = \frac{32}{100} 	imes 900 = 288$.Number of girls who passed $= 38 \% 	ext{ of } 1100 = \frac{38}{100} 	imes 1100 = 418$.Total number of passed candidates $= 288 + 418 = 706$.Total number of failed candidates $= 2000 - 706 = 1294$.Percentage of failed candidates $= \left( \frac{1294}{2000} 	imes 100 ight) \% = \frac{1294}{20} \% = 64.7 \%$.

In an examination,there were $2000$ candidates,out of which $900$ candidates were boys and the rest were girls. If $32 \%$ of the boys and $38 \%$ of the girls passed,then the total percentage of failed candidates is:

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$134 \%$ of $3894 + 38.94$ of $134 = ?$

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