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II. Let F and G be vector-valued F(1) = (1,0,2), F'(1) = (1,1,2), G(1) = (2,1,3), G'(1) = (-1, -2,4), Find the following: 1. a vector equation of the tangent line to the graph of F at t = 1. 2. (Gof)'(0) + F"(1) where f(t) = e²t. 3. (F' x G)(1). functions such that F" (1)=(3,4,2), G"(1) = (3,2,0).

II. Let F and G be vector-valued F(1) = (1,0,2), F'(1) = (1,1,2), G(1) = (2,1,3), G'(1) = (-1, -2,4), Find the following: 1. a vector equation of the tangent line to the graph of F at t = 1. 2. (Gof)'(0) + F"(1) where f(t) = e²t. 3. (F' x G)(1). functions such that F" (1)=(3,4,2), G"(1) = (3,2,0).

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.6: Additional Trigonometric Graphs
Problem 78E
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II. Let F and G be vector-valued F(1) = (1,0,2), F'(1) = (1,1,2), G(1) = (2,1,3), G'(1) = (-1, -2,4), Find the following: 1. a vector equation of the tangent line to the graph of F at t = 1. 2. (Go f)'(0) + F"(1) where f(t) = e²t. 3. (F' x G)(1). functions such that F"(1) = (3,4,2), G"(1) = (3,2,0).
Transcribed Image Text:II. Let F and G be vector-valued F(1) = (1,0,2), F'(1) = (1,1,2), G(1) = (2,1,3), G'(1) = (-1, -2,4), Find the following: 1. a vector equation of the tangent line to the graph of F at t = 1. 2. (Go f)'(0) + F"(1) where f(t) = e²t. 3. (F' x G)(1). functions such that F"(1) = (3,4,2), G"(1) = (3,2,0).
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