What Is a Mobility Vector and How Is It Calculated from Vectors v1, v2, and v3?

AI Thread Summary
A mobility vector is calculated as the resultant vector derived from three given vectors, v1, v2, and v3, in Cartesian format. To find the resultant vector, one must use the components method, breaking each vector into horizontal (x) and vertical (y) components. By summing all x components and all y components separately, a new vector representing the mobility vector can be obtained. Basic trigonometry is necessary for this calculation, and reference to a physics textbook may provide additional clarity. Understanding the mobility vector involves recognizing it as a single unit representing the combined effect of the three vectors.
007
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Hi,
How do i go about calculating a 'mobility vector' from 3 vectors v1, v2 & v3?


Thanks?
007
 
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what is a 'mobility vector'? Is it just the resultant vector?
 
Hi,
The question just give 3 vectors v1, v2, v3 (in cartesian format) and ask "what is the mobility vector of this network as a single unit?show it on your cartesian coordinate system"

btw. how doe you calculate a resultant vector?

Regards
007
 
Ok than it is the resultant vector (which is the sum of the vectors). What you would have to do is use the components method. You know that if you are adding two vectors that are in the same direction, than you can simply add their magnitudes to obtain the the resultant vector. The idea of components is to break each vector into two components, one that runs horizontally and one that runs vertically (x and y components). This way you can simply add all your x components and all your y components to obtain a new vector. All you need is basic trig knowledge. I can't draw you diagrams, so i suggest you look in your physics textbook to help you understand how you would use trig to break these into components.
 
mobility vector? never heard that one before.
 
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