Asked by Stuck
"Three of the coordinates of the parallelogram STUV are S(-2,-2), T(7,7) and U(5,15). State the vector ST and hence determine the coordinates of V."
So I've figured out that ST = (9,9), but I don't see how that helps me find V.
So I've figured out that ST = (9,9), but I don't see how that helps me find V.
Answers
Answered by
Jocelyn
If you draw it out, it becomes obvious that the vector ST is the same as UV. If ST has a velocity vector of 9,9 then you can find the coordinates of V.
V = (5-9, 15-9)
(5, 15 are coordinates of U)
V = (-4, 6)
V = (5-9, 15-9)
(5, 15 are coordinates of U)
V = (-4, 6)
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