Let l1 and l2 be the warped lines l1 and l2 (imag 1) t, s∈R and let l3 be the line that is perpendicular simultaneously to l1 and l2. Let Π be the plane that contains l2 and l3. Let P be the point where l1 intersects Π. Then it can be ensured that: Select one: A / P = (- 1.39, -12) B / P = (2.23, -5) C / P = (11, -25.16) D / P = (14.-41.23) E / P = (5,7,3)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Let l1 and l2 be the warped lines

l1 and l2 (imag 1) t, s∈R

and let l3 be the line that is perpendicular simultaneously to l1 and l2. Let Π be the plane that contains l2 and l3.


Let P be the point where l1 intersects Π. Then it can be ensured that:


Select one:

A / P = (- 1.39, -12)
B / P = (2.23, -5)
C / P = (11, -25.16)
D / P = (14.-41.23)
E / P = (5,7,3)

3t + 8
3s + 15
l1 :
y = -16t – 9
l2 :
y = 8s + 29
z = 7t + 10
-5s + 5
z =
Transcribed Image Text:3t + 8 3s + 15 l1 : y = -16t – 9 l2 : y = 8s + 29 z = 7t + 10 -5s + 5 z =
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