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# Parallel vs Perpendicular Lines

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Groups:
Parallel, Perpendicular, Neither, group_name4,

Words:
interactive learning Line 1: y=2x%2b5 Line 2: y= 5-2x, Line 1: y=10 Line 2: y = 5, Line 1: m=2/3 b=-5 Line 2: m= 16/24 b=-5, Line 1: m=5 b=-1 Line 2: m = -1/5 b=10, Line 1: y= -5x-10 Line 2: y= -5x%2b10, Line 1: y= (3/2) Line 2: y = 1.5, Line 1: m=-4 b=0 Line 2: m=undefined, Line 1: m = 10 b = 8 Line 2: m = 10 b=48/6, Line 1: m=undefined Line 2: m= 0, test Line 1: x=-4 Line 2: x= 10 , results history Line 1: m=10 b=-15 Line 2: m=-1/10 b=-15, Line 1: m = 5/6 b= 9 Line 2: m = -5/6 b= 9, Line 1: y=-x%2b4 Line 2: y = x %2b 4, Line 1: 2x-3y=15 Line 2: 2x%2b3y= 16 , Line 1: m=-18 b=5 Line 2 m=-18 b=5, Line 1: m = -9 b= (2/3) Line 2: m = -9 b= -(3/2), Line 1: y= -3%2b4x Line 2: y= (1/3)%2b4x, Line 1: 3x-2y=8 Line 2: 2x%2b3y=16, Line 1: m=-19 b=-10 Line 2: m=-19 b=14, Line 1: m = -8 b= 15 Line 2: m= -8 b= 9, Line 1: y= (-2/3)x%2b5 Line 2: y = (2/3)x %2b9, Line 1: m=10 b=-8 Line 2: m=10 b=-9, Line 1: y=5x Line 2: y=5, Line 1: m= -9 b=15 Line 2: m = -(1/9) b=-15, Line 1: y= (-4/5) x %2b 7 Line 2: y= (5/4)x %2b 7, Line 1: m=-4 b=9 Line 2: m=4 b=10, Line 1: y=5x Line 2: y=7%2b5x, Line 1: m = 8 b= (1/8) Line 2: m = (1/8) b= -8, Line 1: y = (2/3)x %2b 8 Line 2: y = (-3/2)x %2b 10, Line 1: m=(1/4) b=8 Line 2: m=-4 b=8, Line 1: y = 7/3x -10 Line 2 y = 3/7x %2b8, Line 1; m = 15 b=(2/3) Line 2: m = 15 b=-(3/2),