If parallelogram JKLM is rotated 270° clockwise around the origin, what are the coordinates of the endpoints of the side congruent to side KL in the image parallelogram? K'(-4, -6); L'(3, -3) K'(-6, -4); L'(-3, -3) K'(6, 4); L'(3, 3) K'(-4, 6); L'(-3, -3)
i gotta put the attachment up
@sumanta
@ganeshie8
@dan815
@sashadqaf
going 270 degrees clockwise is same as 90 degrees CCW
counter clock wise
wait what? that doesnt answer my question
sry i did not read around the origin part
is the link supposed to bring up something with the answer?
@Babyjoker001
@iGreen
its the last one sweetie ... I dont know what that kid is saying
:) couple more...
90 degrees clockwise is (y, -x). Just do that 3 times.
@Babyjoker001 Don't give answers.
and shoot i gave him a medal too sry:( i cant give u one
just kidding:)
K: (-4, 6) (y, -x) = (6, 4) (y, -x) = (4, -6) Can you do it one more time? @M3GA-BIT3
do what?
Do the transformation. (y, -x)
Btw, just to let you know. @Babyjoker001 's answer is wrong.
@M3GA-BIT3
..........:0 god open study..... who do u trust the cute dude with abs on his pic or the one with igreen as his name.....:/
@iGreen im just trying to get through skool....i have a whole semesters work to get done but i came late...theres alot going on for me right now and at the moment i dont even kno how to freakin transfer it
Um..I can tell you for sure that his answer is wrong. Btw, you should trust the SmartScore's, I have a SmartScore of 99(pretty much the highest you can get), and he has a SS of 58.
Now, do you want to work through this and learn something, or do you want to take the risk of getting the answer wrong?
work through it:/
Okay, then. Can you finish transforming it? You have (4, -6) which is in the form of (x, y). You want to make this transformation (y, -x) So you're going to take the second number and put it first, and put the first number last, and make it negative..what do you get?
(6, -4)
Not quite, you keep -6 the same..which gives you (-6, -4). So you know your first point is (-6, -4). Do you see any other options with that in it?
ya but where are they getting...the 3,3?
Oh, that's for point L, but we don't need to find that..because there is only one option that has (-6, -4) in it.
L: (-3, 3) (y, -x) = (3, 3) (y, -x) = (3, -3) (y, -x) = (-3, -3) So we have: K = (-6, -4) and L = (-3, -3) :D
ohhh ok:) i need to go but ill have more questions later
Okay, bye.
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