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@AMQ
We're supposed to match the different types of rotations with the rules, correct?
I guess
Desmos, is a really good website for graphing. It would help you a lot.
I know but I would rather someone walk me through how to solve it
@Arcadiouse Apparently, that is not relevant to the question at hand. Please only post relevant comments. Thanks. :)
@trueangel12312 Let's match the rotations we worked on in the past questions. Do you remember the rules for 180 degrees and 90 degrees clockwise?
Um was I not right x.x
90 degrees= (x,-y) right?
Ooor (y,-x)
Yeah, (y,-x)
What about 180 degrees?
For 180 degrees if it is already negative you would make it positive but if it is positive it would be negative so (x,y)
@AMQ Am I right?
umm
You don't change the rule, you change the values if you have to. The rule is (-x,-y) for 180 degree rotations.
So is that clockwise?
180 degrees is the same for clockwise and counterclockwise
OHHH OK I GET IT! Thanks now one more I don't get this one
270 degrees??
If I'm correct, I believe the rules for 270 degrees are the same for 90, but are switched around a bit. lemme check
Hmm, I'm pretty sure that 270 degrees for both clockwise and counterclockwise is (-y,x). That's the same for 90 degrees counterclockwise.
Oh okay thanks!
Now I have to graph a ton of things x.x
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