by-graphing-the-given-system-in-the-same-rectangular-coordinate-system-and-findi-1

Question

By graphing the given system in the same rectangular coordinate system and finding the intersection points, find the solution set and verify the solution.y = $$x^{2} +11y$$ = $$x^{2} -11x$$

Accepted Answer

The solution set is (-1, 12)

Answer

The solution set is (-1, -12)

Answer

The solution set is (-1, -10)

Answer

The solution set is (1, -10)

By graphing the given system in the same rectangular coordinate system and finding the intersection points, find the solution set and verify the solution.y = x2 +11y = x2 -11x

By graphing the given system in the same rectangular coordinate system and finding the intersection points, find the solution set and verify the solution.
y = x² +11
y = x² -11x