Question

which points are either in quadrant ii or quadrant iii of the coordinate plane? check all that apply.
□(5, -1)
□(-7, -9)
□(-10, 10)
□(0, -3)
□(-8, -3)
□(6, 2)
□(-4, 0)
□(3, -4)

Explanation:

Step1: Recall quadrant rules

Quadrant II: \(x < 0,y>0\). Quadrant III: \(x < 0,y < 0\).

Step2: Analyze each point

• For \((5,-1)\): \(x = 5>0,y=-1 < 0\) (Quadrant IV).
• For \((-7,-9)\): \(x=-7 < 0,y = - 9<0\) (Quadrant III).
• For \((-10,10)\): \(x=-10 < 0,y = 10>0\) (Quadrant II).
• For \((0,-3)\): \(x = 0\) (on \(y -\)axis).
• For \((-8,-3)\): \(x=-8 < 0,y=-3 < 0\) (Quadrant III).
• For \((6,2)\): \(x = 6>0,y = 2>0\) (Quadrant I).
• For \((-4,0)\): \(y = 0\) (on \(x -\)axis).
• For \((3,-4)\): \(x = 3>0,y=-4 < 0\) (Quadrant IV).

Answer:

\((-7,-9)\), \((-10,10)\), \((-8,-3)\)