The cost of 2 pants and 3 shirts is Rs 50, If the Cost of 4 pants and 2 shirts is Rs 700. Find the Cost of each pants and shirt.Class:    9

# The cost of 2 pants and 3 shirts is Rs 50, If the Cost of 4 pants and 2 shirts is Rs 700. Find the Cost of each pants and shirt.Class:    9

1. A
x = Rs 100, y = Rs 150
2. B
x = Rs 150, y = Rs 100
3. C
x = Rs 50, y = Rs 100
4. D
x = Rs 90, y = Rs 100

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### Solution:

let Cost of 1 pants is x
and Cost of 1 shirts is y
According to questions
2x + 3y = 650   …(i)
4x + 2y = 700   …(ii)
multiply eqn (i) by (ii)
4x + 6y = 1300   …(iii)
4x + 2y = 700   …(iv)
On substrating (iii) to (iv)
4y = 600
y = 150
Now put the yalee of y = 150 in eqn (i)
2x + 3y = 650
2x + 3 × 150 = 650
2x + 450 = 650
2x = 650 – 450
2x = 200
x = 100
The Cost of one pant and one shirt
x = 100 Rs
y = 150 Rs

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