The tables below show values for two linear equations in a system. What can be concluded from these values?

Two-column table titled Line one. First column, x, has two rows, negative eight and negative five. Second column, y , has two rows, four and negative one. Two-column table titled Line two. First column, x, has two rows, seven and one. Second column, y , has two rows, twenty-four and fourteen.

Question

The tables below show values for two linear equations in a system. What can be concluded from these values?

Two-column table titled Line one. First column, x, has two rows, negative eight and negative five. Second column, y , has two rows, four and negative one. Two-column table titled Line two. First column, x, has two rows, seven and one. Second column, y , has two rows, twenty-four and fourteen.

anonymous · Answer

The lines are parallel.

 The lines intersect at one point.

 The lines intersect at more than one point.

 The lines are coincidental.