PLEASE HELP!!! I WILL FAN AND MEDAL!!!
Suppose quadrilateral ABCD has been transformed by ry = x. What are the coordinates for the vertices of the reflected quadrilateral A’B’C’D’?
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OpenStudy (sarhamby1227):
OpenStudy (sarhamby1227):
how would i do this one???????????????????????????????????????? @Cas_fangirl_14
OpenStudy (sarhamby1227):
what does ry= x mean??
OpenStudy (mathmate):
The transformation \(R_{x=y}\) has the rule:
\(R_{x=y}: (x,y)->(y,x)\)
Follow the rule for each vertex of the quadrilateral and you'll get your A'B'C'D'.
For example, if P(4,2), then P'(2,4)
\(R_{x=y}: (4,2)->(2,4)\)
... and so on.
OpenStudy (sarhamby1227):
thank you!!!!
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OpenStudy (mathmate):
By the way, I assumed your r stands for reflection.
OpenStudy (mathmate):
You're welcome! :)
OpenStudy (sarhamby1227):
wait with ry+x what would that be?? same thing like (2,4) = (4,2)??? @mathmate
OpenStudy (sarhamby1227):
***ry=x
OpenStudy (mathmate):
Sorry, I should have put y=x. X=y was a mistake, although it (happens to) means the same thing.
** \(R_{y=x}: (x,y)->(y,x)\)
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