2. Solve the following pairs of linear equations,
graphically and find nature of the solution :
(i) x + y = 3; 3x – 2y = 4 (ii) 2x – y = 4; x + y = -1
(iii) x + y = 5;' 2x + 2 y = 10
(iv) 3x + y = 2; 2x – 3y = 5
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X+Y=3,3x-2y=4
(i) X+Y =3
* when, X=0
0+Y= 3
Y = 3 ( Cordinates (0, 3)
* When, X = 3
3 + Y = 3
Y= 0 Cordinates ( 3,0)
(ii) 3x - 2 Y =4
* when ,X=0
3 ( 0) - 2 Y =4
2Y = -4
Y = -2 Cordinates ( 0,-2)
* When , X = 2
3( 2) - 2 Y = 4
2Y = 2
Y = 1 Cordinates ( 2,1)
The Intersecting Point as shown on the Graph is ( 2,1)
Answer = X = 2,
Y = 1
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