find the direction of w, given w=5i-3j
How shall we report it? Maybe an angle from the positive x-axis?
im not quite sure what that means, or how to go about it
What if it were a point on a cartesian coordinate system. Which way do you have to look to find (5,-3) when you are standing at the Origin?
to the left in quadrant II
?? No, it's in Quadrant IV.
OHH right right my bad wow
Perhaps the question is asking for the unit vector
Maybe: Or \(\theta\) in the 4th Quadrant, given \(tan(\theta) = -3/5\)
what if it is for vectors, because thats what this chapter is all about
Well, how are you reporting vectors? You get only Magnitude and Direction. What are the units for "Direction"?
It's probably the unit vector. You can way w is a vector of length |w| in the w/|w| direction
As good a choice as any.
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