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Vector Magnitude Correct? p= <3,5 > N w =-2i + 6j

Vector Magnitude Correct? p= <3,5 > N w =-2i + 6j

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter8: Applications Of Trigonometry
Section8.3: Vectors
Problem 48E
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Magnitude of a Vector The vector <3,2 > is written in component form where the horizontal component is 3 and the vertical component is 2. The magnitude of this vector would be The magnitude is the length of the vector. |v| =' 32 + 22 = V13 . Calculate the magnitude of the vectors in the table -2- below. Please round any decimals to the nearest tenth. vector v = <3,2 Vector Magnitude Correct? p= <3,5> O horizontal component = 3 w =-2i+6j N vértical component =2
Transcribed Image Text:Magnitude of a Vector The vector <3,2 > is written in component form where the horizontal component is 3 and the vertical component is 2. The magnitude of this vector would be The magnitude is the length of the vector. |v| =' 32 + 22 = V13 . Calculate the magnitude of the vectors in the table -2- below. Please round any decimals to the nearest tenth. vector v = <3,2 Vector Magnitude Correct? p= <3,5> O horizontal component = 3 w =-2i+6j N vértical component =2
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