The tables below show solutions for two linear equations. If the two equations make up a system of linear equations, in which quadrant is the solution?

Two-column table. First column, x, has rows numbered negative ten, negative seven, and negative four. Second column, y, has rows numbered nine, three, and negative three. Two-column table. First column, x, has rows numbered nine, eight, and seven. Second column, y, has rows numbered negative four, three, and ten.

Quadrant one

Quadrant two

Quadrant three

Quadrant four

Question

The tables below show solutions for two linear equations. If the two equations make up a system of linear equations, in which quadrant is the solution?

Two-column table. First column, x, has rows numbered negative ten, negative seven, and negative four. Second column, y, has rows numbered nine, three, and negative three. Two-column table. First column, x, has rows numbered nine, eight, and seven. Second column, y, has rows numbered negative four, three, and ten.

Quadrant one

Quadrant two

Quadrant three

Quadrant four

anonymous · Answer

Graph a rough approximation of these points, connect the points, and see if its obvious which quadrant they'll intersect.

nicia99 · Answer

Quadrant 3 :)