00 Edfinity 2 - (11.2) Calculus and V x + → c i edfinity.com/assessments/61f1d1c6e1abdf0020366d00?start=true Let c1(t) = (e-4, sin(2t), –4t*), and c2(t) = (e', cos(2t), 4t*) d [c1(t) · c2(t)] dt d [c1(t) x c2(t)] = i+ dt j+ k Submit answer +

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter1: Fundamental Concepts Of Algebra
Section1.3: Algebraic Expressions
Problem 20E
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00 Edfinity 2 - (11.2) Calculus and V X
+
i edfinity.com/assessments/61f1d1c6e1abdf0020366d00?start=true
Let c1(t) = (e-4, sin(2t), –4t³), and c2(t) :
d
= (e*, cos(2t), 4t³)
# le:(t) · c2(t)] =
d
[c1(t) x c2(t)]
dt
i+
j+
k
Submit answer
7:13 PM
O Type here to search
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Transcribed Image Text:00 Edfinity 2 - (11.2) Calculus and V X + i edfinity.com/assessments/61f1d1c6e1abdf0020366d00?start=true Let c1(t) = (e-4, sin(2t), –4t³), and c2(t) : d = (e*, cos(2t), 4t³) # le:(t) · c2(t)] = d [c1(t) x c2(t)] dt i+ j+ k Submit answer 7:13 PM O Type here to search a 11°F 1/26/2022 (1 >
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