Hasan buys two kinds of cloth materials for school uniforms, rupees 50 per metra and trouser material that costs him rupees 90 per metera
Answers
ANSWER
Let material bought for trousers and shirts be 2x meters and 3x meters respectively.
Cost price of 2x metres of trouser material at Rs. 90 per metre =Rs(90×2x)=Rs180x and
Cost price of 3x metres of shirt material at Rs. 50 per metre =Rs(50×3x)=Rs150x
Given, profit in case of shirt material = 12%
∴ Its S.P. =Rs(150×
100
112
)=Rs168x
Also, profit in case of trouser material = 10%
∴ Its S.P. =Rs(180×
100
110
)=198x
∴ Total selling price =Rs.(168x+198x)
=Rs.366x
But the total selling price is given as Rs. 36600.
∴366x=36600⇒x=
3666
36660
=100
Thus, the trouser material purchased
=2×100m
=200m
Answer:
X= 100
Step-by-step explanation:
ANSWER
Let material bought for trousers and shirts be 2x meters and 3x meters respectively.
Cost price of 2x metres of trouser material at Rs. 90 per metre =Rs(90×2x)=Rs180x and
Cost price of 3x metres of shirt material at Rs. 50 per metre =Rs(50×3x)=Rs150x
Given, profit in case of shirt material = 12%
∴ Its S.P. =Rs(150×
100
112
)=Rs168x
Also, profit in case of trouser material = 10%
∴ Its S.P. =Rs(180×
100
110
)=198x
∴ Total selling price =Rs.(168x+198x)
=Rs.366x
But the total selling price is given as Rs. 36600.
∴366x=36600⇒x=
3666
36660
=100
Thus, the trouser material purchased
=2×100m
=200m