What is the resultant of these vectors?

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    Resultant Vectors
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The discussion focuses on determining the resultant of given vectors based on their directions. It highlights that when two vectors point in the same direction, their resultant is simply the sum of their magnitudes. Conversely, when vectors are not aligned, the resultant can be found using the diagonal of the parallelogram formed by the vectors. The conversation emphasizes understanding vector addition principles, including vertical, horizontal, and diagonal orientations. Overall, the key takeaway is the method for calculating the resultant vector based on their directional relationships.
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Homework Statement


What is the resultant of these vectors? (Pictures included).


Homework Equations


Their can either go
Straight up vertically
Straight right horizontally
Southwest (shooting 45 degree)
Northeast (shooting upwards 45 degrees)


The Attempt at a Solution



Thanks!
 

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Hello there,

i don't see how we can help you in this one, for me the answers are obvious but anyway : when two vectors are in the same direction and pointing to the same way, an addition results in a third vector who's module is the sum of the previous two

when two vectors are not in the same direction, the result is the diagonal of the half parallelogram they form
 

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