enter an ordered pair corresponding to a 180 degree counterclockwise rotation of the point (-6,-11) about the point (2,3) followed by a reflection in the line x=-4 followed by a translation using the rule (x,y) -> (x+8, y-1)
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OpenStudy (study_together):
So, do you know the rule for a 180 degree rotation?
OpenStudy (kash_thesmartguy):
The rule is (x, y) -> (-x, -y)
OpenStudy (study_together):
stop giving away answers dude
OpenStudy (kash_thesmartguy):
So just plug in the coordinates for x and y, and then use the rule to figure it out
OpenStudy (mary1999):
so i would put in -6 for x and -11 for y?
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OpenStudy (study_together):
no so it is (6,11)
OpenStudy (study_together):
then the rule for reflection over the x axis right?
OpenStudy (study_together):
What is the rule?
OpenStudy (mary1999):
the x and the y change places?
OpenStudy (study_together):
(x,y) --> (x,-y)
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OpenStudy (study_together):
no, it is the one just posted above
OpenStudy (mary1999):
ok
OpenStudy (study_together):
and for the translation, if it helps you just draw it on a piece of paper.
OpenStudy (mary1999):
ok so
OpenStudy (mary1999):
i change the -6 and -11 to 6 and 11
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OpenStudy (kash_thesmartguy):
Yes
OpenStudy (mary1999):
then it goes to 6,-11
OpenStudy (kash_thesmartguy):
Yes
OpenStudy (mary1999):
then i put that in for x and y
OpenStudy (mary1999):
6+8, -11+1
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OpenStudy (kash_thesmartguy):
Yup
OpenStudy (mary1999):
so the answer is (14,-12)
OpenStudy (kash_thesmartguy):
Yeah that what I think
OpenStudy (mary1999):
so I do nothing with (2,3)
OpenStudy (kash_thesmartguy):
? Don't know
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