x – 1 1- x z – 3 Consider the lines l1 : = 2 – y = z + 1 and l2 : = y – 2 = 3 1. Determine a direction vectors for the lines l and l2 and find the angle between the two vectors.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section: Chapter Questions
Problem 22RE
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x – 1
1- x
z – 3
Consider the lines l1 :
= 2 – y = z + 1 and l2 :
= y – 2 =
2
3
1. Determine a direction vectors for the lines l and l2 and find the angle between the
two vectors.
2. Determine the intersection of l1 and l2.
3. Find the equation of the plane containing the two lines.
Transcribed Image Text:x – 1 1- x z – 3 Consider the lines l1 : = 2 – y = z + 1 and l2 : = y – 2 = 2 3 1. Determine a direction vectors for the lines l and l2 and find the angle between the two vectors. 2. Determine the intersection of l1 and l2. 3. Find the equation of the plane containing the two lines.
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