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Generally speaking, what is the process for adding two vectors? O Find their components, then add the x-components to get the x-component of the answer, then add the y- components to get the y-component of the answer. O Add their magnitudes to get the magnitude of the answer, then add their directions to get the direction of the answer. O Add their magntidues to get the magnitude of the answer, then average their directions to get the direction of the answer.

Generally speaking, what is the process for adding two vectors? O Find their components, then add the x-components to get the x-component of the answer, then add the y- components to get the y-component of the answer. O Add their magnitudes to get the magnitude of the answer, then add their directions to get the direction of the answer. O Add their magntidues to get the magnitude of the answer, then average their directions to get the direction of the answer.

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Generally speaking, what is the process for adding two vectors? Find their components, then add the x-components to get the x-component of the answer, then add the y- components to get the y-component of the answer. Add their magnitudes to get the magnitude of the answer, then add their directions to get the direction of the answer. O Add their magntidues to get the magnitude of the answer, then average their directions to get the direction of the answer. Question 10 What does it mean when a vector G is written in "unit vector notation"? It is divided by its magnitude, turning it into a unit vector, like this: Ĝ 1010 It is written with its components explicitly multiplying the Cartesian unit vectors, like this: G = Gri + Gyj
Transcribed Image Text:Generally speaking, what is the process for adding two vectors? Find their components, then add the x-components to get the x-component of the answer, then add the y- components to get the y-component of the answer. Add their magnitudes to get the magnitude of the answer, then add their directions to get the direction of the answer. O Add their magntidues to get the magnitude of the answer, then average their directions to get the direction of the answer. Question 10 What does it mean when a vector G is written in "unit vector notation"? It is divided by its magnitude, turning it into a unit vector, like this: Ĝ 1010 It is written with its components explicitly multiplying the Cartesian unit vectors, like this: G = Gri + Gyj
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