Question

If the solution to a system of two linear equations containing two unknowns is $x=3,y=-2$, then the lines intersect at the point _________.

Short answer

The required point is$(3,-2)$.

Step-by-step solution

Step 1. Given information.

The solution to a system of two linear equations containing two unknowns$x=3$and$y=-2$.

Step 2. Determine the point of intersection.

If the solution to a system of two linear equations containing two unknowns $x=a$and role="math" localid="1646721839511" $y=b$, then the lines intersect each other at point $(a,b)$.

We have, role="math" localid="1646721928064" $x=a=3,y=b=-2$. So, the lines intersect each other at point$(3,-2)$.

Step 3. Conclusion.

The required point is$(3,-2)$.