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Given the unit tangent 1 (-2 sin t, 1, 2 cos t), V5 U = and unit normal vector: n = (– cos t,0, – sin t) . Choose the correct unit binormal vector: 1 b = V5 (- sin t, –2, cos t) COS None of these options are correct O b = (sin t, –2, cos t) 1 O b= 1 (sin t, 2 sin? t – 2 cos² t, – cos t) |3D 1 - V5 O 1 b = (- sin t, 2, – cos t) COS %3D

Given the unit tangent 1 (-2 sin t, 1, 2 cos t), V5 U = and unit normal vector: n = (– cos t,0, – sin t) . Choose the correct unit binormal vector: 1 b = V5 (- sin t, –2, cos t) COS None of these options are correct O b = (sin t, –2, cos t) 1 O b= 1 (sin t, 2 sin? t – 2 cos² t, – cos t) |3D 1 - V5 O 1 b = (- sin t, 2, – cos t) COS %3D

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Given the unit tangent 1 (-2 sin t, 1, 2 cos t) , U = V5 and unit normal vector: n = (- cos t, 0, – sin t) . Choose the correct unit binormal vector: 1 b = V5 E (- sin t, –2, cos t) None of these options are correct b = (sin t, –2, cos t) 1 C cOS V5 O b = 1 (sint, 2 sin? t – 2 cos? t, – cos t) 1 COS - - V5 b = (- sin t, 2, – cos t) 1 (– sin t, 2, – cos t) V5
Transcribed Image Text:Given the unit tangent 1 (-2 sin t, 1, 2 cos t) , U = V5 and unit normal vector: n = (- cos t, 0, – sin t) . Choose the correct unit binormal vector: 1 b = V5 E (- sin t, –2, cos t) None of these options are correct b = (sin t, –2, cos t) 1 C cOS V5 O b = 1 (sint, 2 sin? t – 2 cos? t, – cos t) 1 COS - - V5 b = (- sin t, 2, – cos t) 1 (– sin t, 2, – cos t) V5
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