A student has to secure 15% marks to pass the | vedclass

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Question

(B) Let the maximum marks for the examination be $M$.According to the problem,the passing marks are $15\%$ of $M$.The student obtained $80$ marks and

Vedclass · Accepted Answer

$1000$

Vedclass · Answer

(B) Let the maximum marks for the examination be $M$.According to the problem,the passing marks are $15\%$ of $M$.The student obtained $80$ marks and failed by $70$ marks,which means the passing marks are $(80 + 70) = 150$.Therefore,we can set up the equation: $0.15 	imes M = 150$.Solving for $M$: $M = \frac{150}{0.15} = \frac{15000}{15} = 1000$.Thus,the maximum marks for the examination is $1000$.

$A$ student has to secure $15\%$ marks to pass the examination. If he gets $80$ marks and fails by $70$ marks,find the maximum marks set for the examination.

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