Answer :
I believe the answer would be the second option. The equations given above when graph would intersect only once with each other. They intersect at only point (0,6/5). These are the values of x and y that will agree to the equation. Two equations in a set will always intersect at only one point.
Answer:
The answer would be
B. One
Explanation:
They hit at one point on the graph, ( 0, [tex]\frac{6}{5}[/tex] ). ) and [tex]\frac{6}{5}[/tex] are an equation and two equations will only hit and mark one point in a set.