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3 votes
1. A(-9,-12), B(-2,2), C(-1,6), D(-5,-2)Slope ofABSlope ofCDLine Typeparallel,perpendicular,or neither

asked
User Peakmuma
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1 Answer

2 votes

m ab = 2 , m cd =2, Parallel.

1) Given A(-9,-12), B(-2,2) let's find the slope of AB

2) Given C(-1,6), D(-5,-2) let's find the slope of CD

3) Line type

Since the slope determines whether it is parallel, perpendicular, or neither by checking both slopes. As they are identical, we can state that these lines are parallel to each other.

1. A(-9,-12), B(-2,2), C(-1,6), D(-5,-2)Slope ofABSlope ofCDLine Typeparallel,perpendicular-example-1
1. A(-9,-12), B(-2,2), C(-1,6), D(-5,-2)Slope ofABSlope ofCDLine Typeparallel,perpendicular-example-2
answered
User Joe Healey
by
7.7k points

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