2x+3y
x=2 y=3
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Let us Solve the equations 2x−3y=1 and x+2y=−3 by the method of elimination
2x−3y=1 ......(1)
x+2y=−3 ......(2)
Multiply eqn(1) by 1 and eqn(2) by 2
2x−3y=1 ......(3)
2x+4y=−6 ......(4)
Equation (3)−(4)
2x−3y−2x−4y=1−(−6)
⇒−7y=1+6=7
∴y=
−7
7
=−1
Substituting the value of y=−1 in eqn(1) we get
2x−3×−1=1
or 2x+3=1 or 2x=1−3=−2 or x=
2
−2
=−1
Hence the co-ordinates are (−1,−1) lies in third quadrant.
Step-by-step explanation:
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