Figure ABCD is a parallelogram with point C (−4, 1). Figure ABCD is rotated 90° clockwise to form figure A′B′C′D′. What coordinate would be the output for point C'? C' (1, 4) C' (1, −4) C' (−1, −4) C' (−1, 4)
\(\large R_{90°} (x,y) \to (-y,x) \) \(\large R_{90°} (-4,1) \to (-1,-4) \) C)
counter clock wise or is that clock wise
firsto ne
Counter-Clockwise, I think, but C. is you're answer
this answer needs to be in clockwise tho.
I can provide you some visuals, if you'd like ^^
yes! please help me :)
Sorry for the delay, I had a few issues that I had to resolve >.<
lol :)
Was that me from the direct answers? Just a question...
@TheSmartestDerpAlive it was..unfortunately. You need to show a process
Yes, but that other direct answer was from BEFORE you told me about it...
ugh listen up everyone jamie is rude and she reported me so becarefull what u say to her she will horaas u ur not better than everyoen else @jamierox4ev3r
I'm not fighting >.<
I do have to follow the Code of Conduct
I already agreed to it, and she's right
yea but dont reporrt me
I shouldn't give it out directly, without giving the answer a process, unless it really isn't Open"Study"
hello? what about my help?
Sorry, lets get to you
yea sorry
omg! i need help!
\(\bf\color{magenta}{Hello,~everyone.}\) I just want to make sure that we are all being kind to one another, as unkindness is unnecessary. With that said, please make sure that you are not giving our direct answers, as such is against OpenStudy's Code of Conduct. On OpenStudy, we want to make sure that we are helping others to learn, by teaching them step by step, rather than cutting their opportunity to learn short. Please try to guide the asker so that they get the answer themself. It not only benefits them, but it also benefits you, because you got the opportunity to help them learn! Thanks for everything you do for OpenStudy! \(\bf\color{blueviolet}{I~hope~everyone~has~a~wonderful~day!~\heartsuit}\)
out*
apparently nobody is going to help me!
google is your friend.
Somebody will help. You just have to be patient. (:
best advice i heard all night @shamil98
http://www.regentsprep.org/regents/math/geometry/gt5/reviewTranformations.htm scroll down to the "Rotations" column the rest is up 2 u
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