Question

2 group the ordered pairs accordingly into the appropriate quadrant. drag & drop the answer (10, -5) (-4, 10) (-1, -6) (-8, 6) (-3, -6) (5, 9) (7, -9) (8, 6) (-4, -6) (3, -1) (-5, 6) (5, 5)

Explanation:

Step1: Recall quadrant rules

Quadrant I: \(x>0,y>0\); Quadrant II: \(x < 0,y>0\); Quadrant III: \(x<0,y < 0\); Quadrant IV: \(x>0,y < 0\)

Step2: Analyze each ordered pair

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

Answer:

Quadrant I: \((5,9)\), \((8,6)\), \((5,5)\)
Quadrant II: \((-4,10)\), \((-8,6)\), \((-5,6)\)
Quadrant III: \((-1,-6)\), \((-3,-6)\), \((-4,-6)\)
Quadrant IV: \((10,-5)\), \((7,-9)\), \((3,-1)\)