a. Find the equation of osculating plane to Z1 at t=0

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter11: Topics From Analytic Geometry
Section: Chapter Questions
Problem 18T
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Given:
Question:
a. Find the equation of osculating plane to Z1 at t=0
Zz is a curve defined by vector functions A and unit
binormal B such that:
b. Find the unit normal vector to Z1 at t = n
Vector A(0) = <-2,5,4>
Vector A'(T) = <4, 0, 3>
%3D
Unit binormal vector B(t) = <3/5 cos t, 3/5 sin t, 4/5>
Transcribed Image Text:Given: Question: a. Find the equation of osculating plane to Z1 at t=0 Zz is a curve defined by vector functions A and unit binormal B such that: b. Find the unit normal vector to Z1 at t = n Vector A(0) = <-2,5,4> Vector A'(T) = <4, 0, 3> %3D Unit binormal vector B(t) = <3/5 cos t, 3/5 sin t, 4/5>
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