find the value of x and y in the following rectangle.
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Answer:
x= 12 y=1
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➠ We know that the opposite sides of a rectangle are equal hence:
: ⟹ 2x-y = 24
⟹ -y = 24-2x
⟹ -(y) = -(2x-24)
∴ y = 2x-24
: ⟹ 3x+y = 36
∴ y = 36-3x
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➠ i. y = 2x-24
ii. y = 36-3x
⟹ 2x-24 = 36-3x
⟹ 2x+3x = 36+24
⟹ 5x = 60
⟹ x = 60/5
∴ x = 12
∴ y = 2x-24 = 24-24 = 0
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