http://s9.postimg.org/gonnks673/Capture.jpg
let me know if this helps or not https://i.ytimg.com/vi/4Q70ZHVFKPc/maxresdefault.jpg
I don't get why it says negative numbers if the chart isn't negative
Example: Point B is at (1,2) Using the rule (link I posted), you would swap x and y to get (2,1). Then change the first coordinate to get (-2,1) So B = (1,2) B' = (-2,1)
I don't know why but whenever someone explains something to me my brain doesn't absorb it at all :(
@madisonthedoll do you agree that point B is at (1,2) ?
yes
Reflection over x-axis - (x,y) to (x,-y) Reflection over y-axis - (x,y) to (-x,y) Reflection y=x - (x,y) to (y,x) Rotation 90 degrees counter clockwise (x,y) to (-y,x)
So we swap the coordinates to get (2,1) with me so far?
yes!
then the last step we do is change the +2 to -2 so that's why (2,1) turns into (-2,1)
Rotation 90 degrees clockwise - (x,y) to (y,-x) rotation 180 degrees - (x,y) to (-x,-y)
If you rotate (1,2) ninety degrees around the origin then you land on (-2,1)
ninety degrees counter-clockwise
I'm following
Give it a try with the point (3,1)
flip it 90 degreees?
rotate it 90 degrees using the rule I posted above
what rule :D
rule: step 1) swap x and y step 2) change the sign of the first coordinate
how does one rotate something 90 degrees
let me know if this helps https://www.youtube.com/watch?v=H-Fr8LLSi_I
@itrymath
Okay, you see where Point B is? Give me the coordinates
Well they are (1,2)
basically all you do is (x,y) --> (-y,x)
ohh
so we literally change the places of them from the orignal point and add a negative to y
so (-2,1)
Simple and you do that with the rest
Can you do "D" for me
I'm having trouble figuring it out lmao
http://s18.postimg.org/y7xobbxq1/Capture.jpg so this is the answer? why couldn't ppl explain it that way before xD
Yup, looks fine and they try explaining it and they succeed at it but they are like master minds in this stuff im just learning it as well so its easier for me to teach you than a professor SOMETIMES
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