Express the given vector in terms of its coordinates: (2,3) to (1,4) Am I meant to draw the vector on a plane? and if so how would it look?
Yes, draw it. Put an arrow on the point at which you arrive. Subtract the coordinates, in the right order, to produce the numerical representation of the arrow (vector).
Technically you don't \(\it have\) to draw it. But I would encourage it so you can link the numbers to something that is more tangible :)
Oh awesome thanks guys. I also have problem with describing a span in 3D : a. Span {(1,0,0), (1,1,0), (1,1,1)} b. Span {(1,1,1), (1,-1,1) (-1,0,0)} c. Span {(0.1, 0.1, 0) (0,0.1,0.1) (10,10,10)} d. Span {(1,0,1), (0,1,1), (1,-1,0)} My professor did something like that in class, but it was fairly easy: Span {(1,0,0) , (-3,0,0)} To describe that it would be : the x-axis is in 3D
@theEric @tkhunny
you can start to find the vector from 2 coordinates polar. Assume that vector would be 'n'. You can find the final vector by find the vector between n and the third coordinates. |dw:1475655364775:dw|
@kevin I don't think we're supposed to find the final vector. we're supposed to describe what those set of coordinates represents.
I see
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