ILL MEDAL!!! Which sequence of transformations does NOT give the image A'B'C'D' from the preimage ABCD?
@Conqueror
@Coolsector
@iGreen
@TheSmartOne
@paki
@sammixboo
Hold on..
k
Do you know the rotation rules? Like \(90^\sf o\) clockwise and \(90^ \sf o\) counterclockwise?
nope
Okay, well: \(90^ \sf o\) clockwise turn is (-y, x). \(90^ \sf o\) counterclockwise turn is (y, -x). \(180^ \sf o\) turn is (-x, -y). \(270^ \sf o\) clockwise turn is (y, -x). \(270^ \sf o\) counterclockwise turn is (-y, x).
im lost...
Okay, let's say you have the point (2, 3) A 90 degree clockwise turn is (-y, x). So we take the last number, make it negative, and put it in front, then we put the first number last. (-3, 2) So a 90 degree clockwise turn for (2, 3) is (-3, 2).
Let's take point D (-6, -2) from the question. Let's take the first option, a rotation of 90 degrees counterclockwise (y, -x), and apply it to point D (-6, -2). (-6, -2) We take the last number, then put it first. Then we take the first number, multiply it by -1, and put it last. That gives us (-2, 6). Now look at point D', is it the same as (-2, 6)? @16cepps
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