Let us solve the following linear simultaneous equations in two variables by the method of elimination:


Let us take as
and ![]()
Then the above equations will be
1a + 1.b = 3 (i)
2a + 3b = 5 (ii)
In this problem, we will eliminate ‘a’ from both the equations, Multiplying equation (i) with 2, we have

⇒ b = - 1, putting the value of b in equation(i) a = 3 - b or a = 4.
Since
⇒
and
⇒ y = 1
Hence the solution of the linear equation is
and y = 1.
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