Question

Meenu requires 33% to pass if she gets 155 marks and Falls shot by 10 marks what are the maximum marks. answer this question urgent. ​

Answer 1

Answer:

answer is 500

Step-by-step explanation:

Marks required to be passed is 33%of total marks

and she got 155

and failed by 10 marks which means she needed 165 marks to be passed.

let total marks be X

so, 33% of X =165

33/100×X=165

X=165÷33/100

X=165×100/33

X = 500ans

Answer 2

$\huge\bold{\mathtt{Question⇒}}$

Meenu requires $33\%$ to pass. If she gets $155$ marks and fails shot by $10$ marks. What is the maximum marks.

$\huge\bold{\mathtt{Given⇒}}$

• Pass marks $= 33\%$

• Meena gets $155$ marks.

• She fails by $10$ marks.

$\huge\bold{\mathtt{To\:find⇒}}$

The maximum marks.

$\huge\bold{\mathtt{Solution⇒}}$

Pass marks $= 33\%$

Meena gets $155$ marks and fails by $10$ marks.

So, she required $10$ marks to pass.

∴ Pass marks

$= (155 + 10)$

$= 165$

But,

Pass marks $= 33\%$ of Maximum marks

Let the maximum marks be $x.$

So, we can say-

$33\%\:of\:x = 165$

$➳\:{\frac{33}{100}}×x=165$

$➳\:{\frac{33x}{100}}=165$

$➳\:33x=165×100$

$➳\:x={\frac{165×100}{33}}$

$➳\:x={\frac{\cancel{165}×100}{\cancel{33}}}$

$➳\:x=5×100$

$➳\:x=500$

$\huge\bold{\mathtt{Hence⇒}}$

$x=500$

Maximum marks $=x=500$

$\huge\bold{\mathtt{Therefore⇒}}$

The maximum marks is $500.$

$\huge\bold{\mathtt{Not\:sure\:??}}$

$\huge\bold{\mathtt{Verification⇒}}$

$33\%\:of\:x = 165$

Substitute $x$ with $500.$

$➳\:33\%\:of\:500 = 165$

$➳\:{\frac{33}{100}}×500=165$

$➳\:{\frac{33}{1\cancel{00}}}×5\cancel{00}=165$

$➳\:33×5=165$

$➳\:165=165$

So, L.H.S = R.H.S.

Hence, verified.

$\huge\bold{\mathtt{Done࿐}}$

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