solve graphically linear equations 2x+y=6,x- 2y=-2
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2x+y=6
⟹y=6−2x
Let, x=1, then y=6−2(1)=4
Similarly, when x=2,y=2
x−2y+2=0
⟹x=2y−2
Let, y=0, then x=2(0)−2=−2
Similarly, when y=2,x=2
Plotting the above points on the graph, we get, the vertices of the traingle, i.e. A(2,3),B(3,0),C(−2,0)
∴ Area of the triangle =21×5units×2units
=5 sq. units
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Step-by-step explanation:
2x+y=6,x-2y=-2
2x+y=6+x-2y=-2
2x+x=-2y-y=-2-6
3x=-3y=-8
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