Answers2627 GEOMETRY ASlopes of Parallel and Perpendicular Lines

Slopes of Parallel and Perpendicular Lines Answers

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✔ (w – x)(x – w)(z – v)

Answers:
The slope of is (v – z) divided by .:(w – x)
The slope of is divided by (w + a) – (x + a).:(v + b) – (z + b)
Both lines have a slope that is divided by.:(v – z)
Both lines have a slope that is divided by.:(w – x)
Therefore, the lines are .:parallel
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✔ (v + b) – (z + b)(z + b) – (v + b) (v + b) + (z + b)

A
✔ (v + b) – (z + b)
B
(z + b) – (v + b)
C
(v + b) + (z + b)
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(a – b)(z + v)✔ (v – z)

A
(a – b)
B
(z + v)
C
✔ (v – z)
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(a – b)✔ (w – x)(x – w)

A
(a – b)
B
✔ (w – x)
C
(x – w)
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✔ parallelperpendicularintersecting

A
✔ parallel
B
perpendicular
C
intersecting

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