realism877
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Homework Statement
Vector a =8
vector b=15
the solution is 9 and theta is 34 degrees
I want to know how did they come up with that solution.
The discussion revolves around finding vector angles and differences, specifically concerning two vectors with given magnitudes but lacking direction. The original poster seeks clarification on how a solution involving a magnitude of 9 and an angle of 34 degrees was derived.
The discussion is active, with participants exploring various interpretations of the problem. Some have offered guidance on expressing vectors in terms of their components, while others are seeking clarification on how to determine angles and the implications of vector direction.
There is a noted lack of information regarding the direction of the vectors, which is essential for solving the problem. Participants are also considering the implications of placing one vector in the negative direction and how that affects angle calculations.
Here is the image of the solutionanonymity said:You are either missing information, or neglecting to post it.
A vector has a magnitude and a direction. What you posted for a and b has the magnitude part down, but is missing direction.
Is this all you were given?
(this will likely be moved -- but I'm not an admin so oh well for now)
realism877 said:Vector a =8
vector b=15
tanθ = (y component of vector) divided by (x component of vector)realism877 said:I got how to add them, but how do I find the difference?
I need help finding the angles. How do I do that?
The angle of b will change by 180 degrees when you put it in the opposite direction.I know I have to put b in the negative direction. Which I did, but what is its angle? What is the angle of a?