Equation of line p is y=x+7. Equation of a is y=-x+11. Prove that the lines are perpendicular

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asked Feb 11, 2022 97.5k views

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Prasannjeet Singh · Answer 1 · 2022-02-14T19:55:13+0000

Answer:

The Answer is provided in the explanation!

Explanation:

The lines are perpendicular because in both of the equations, the x variables are inverses. Meaning, that y=x+7, the x is positive, and y=-x+11, the x is negative. This shows that the slopes of both equations are 1, meaning the graph will have an X shape, provide that lines are perpendicular because they have an inverse of the same slope!

Equation of line p is y=x+7. Equation of a is y=-x+11. Prove that the lines are perpendicular-example-1

Equation of line p is y=x+7. Equation of a is y=-x+11. Prove that the lines are perpendicular

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