SOLVE FOR X AND Y FOR THE GIVEN PAIR OF LINEAR EQUATIONS IN TWO VARIABLES :
3x+4y=10 and 2x-2y-2=0
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By substitution method,
3x+4y=10 & 2x−2y=2⇒2(x−y)=2⇒x−y=1 ___ (2)
∴x=y+1→(1).
Substituting in equation (2).
∴3x+4y=10⇒3(y+1)+4y=10
⇒3y+3+4y=10⇒7y=7⇒y=1
∴x=1+1=2
∴x=2,y=1
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ELIMINATION METHOD
3x+4y=10------>1
2x-2y=2-
3x+4y=10 2x1=4x-4y=4
7x=14
7x=14
x=14/7
x=2
sub x=2 in 2
2x-2y=2
2(2)-2y=2 4-2y=2 -2y=2-4 -2y=-2 y=1
sub x and y in 1
3x+4y=10
3(2)+4(1)=10 6+4=10
10=10
VERIFY:--
2x-2y=2 2(2)-2(1)=2 4-2=2 2=2
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