Question

hasan buys two kind of cloth materials for school uniform shirt material that cost him rupees 50 per meter and trousers material that cost him rupees 90 per meter for every 3 meters of the trouser material he buy 2 meters of the trouser material he sells the material at 12% and 10% profit reactively his total sale is 36000 how much trouser material did he buy​

Answer 1

Let us assume that:

Hasan bought 'x' meters of trouser material.

So:

The shirt material Hasan bought is:

$\implies$ $\boxed{\sf{\frac{3x}{2} = 1.5x}}$

Cost of the trouser material is: 90x

And:

Cost of shirt material is:

$\implies$ $\boxed{\sf{50 \times 1.5x = 75x}}$

He sells shirt material at a profit of 12%.

So:

Sales price is: (12+100)*75x/100 = 84x

He sells trouser material for a profit of: 10%

So:

Sales price is: (10+100)*90x/100 = 99x

Now: Total sale is 36,600

$\implies$ 99x + 84x = 36,600

$\implies$ 183x = 36600

$\implies$ x = 200

Therefore:

He bought 200 m of trouser material.

Answer 2

Answer in attachment!

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