Use scalar multiplication to determine the coordinates of the vertices of the dilated figure. Then, graph the pre-image and the image of the same coordinate grid. Quadrilateral WXYZ with vertex matrix [-1 5 5 -2] [2 5 3 -5] with a scale factor 3.

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Use scalar multiplication to determine the coordinates of the vertices of the dilated figure. Then, graph the pre-image and the image of the same coordinate grid. Quadrilateral WXYZ with vertex matrix [-1 5 5 -2] [2 5 3 -5] with a scale factor 3.

Mathematics
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^thank you!! I need help I just don't get it
just multiply it all by 3

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I did that but when I plotted it, it looked nothing like the options?
i cant see what you did from here ...
Oh so this is how a Jacobian works too,... sort of. Right @amistre64 ? Haha. That's what I initially thought this was.
well, its not a jacobian (thats a cross product type thing) this is just scaling a vector really.
the matrix is made of ordered pairs, and scaling each ordered pair by 3 results in a new scaled pair ...
3 15 15 -6 6 15 9 -12
let me show you guys the answer choices.
because I have no idea what I'm doing wrong lol
[-1 5 5 -2] [2 5 3 -5] [-1(3) 5(3) 5(3) -2(3)] [2(3) 5(3) 3(3) -5(3)] is NOT what youve worked.
you got 2 values off
OHH then do I just plot them??
like how do I plot them
how do you read an ordered pair? (x,y)
like (-3, 6)?
[ [-1(3), 5(3)] [5(3), -2(3)] ] [ [ 2(3), 5(3)] [3(3), -5(3)] ]
I thought ordered pairs matched vertically,... hm.
yeah, same here^^

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