Mathematics
8 Online
OpenStudy (chunkymonkay):
Which figure shows a reflection of pre-image ABC over the y-axis?
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OpenStudy (chunkymonkay):
OpenStudy (chunkymonkay):
i think B but im not sure.
OpenStudy (chunkymonkay):
@Directrix
OpenStudy (bibby):
to flip over the y axis, negate the x value
Take any point and perform this transformation
OpenStudy (chunkymonkay):
so by point you mean a b or c?
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OpenStudy (bibby):
well A', B', or C'
OpenStudy (chunkymonkay):
okay i choose A now what do i do next?
OpenStudy (bibby):
find the coordinate of the point A'
OpenStudy (chunkymonkay):
the coordinate of A is 1 right?
OpenStudy (bibby):
I need a full point
(x,y)
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OpenStudy (chunkymonkay):
1,1
OpenStudy (bibby):
whatever.
apply the function transformation (x,y)->(-x,y) to that point to find the new A
OpenStudy (chunkymonkay):
i dont know how to do that :/
OpenStudy (bibby):
if our point was 5,7, it'd become -5,7
read up on transformations and reflections over axes
OpenStudy (chunkymonkay):
okay i looked up a video on reflections over axis . and i think im understanding a bit more
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OpenStudy (bibby):
so what would happen to (1,1)?
OpenStudy (chunkymonkay):
the points of the triangle is (1,1) would turn stll be 1,1 if we flip the triangle
OpenStudy (chunkymonkay):
-1,1 i mean
OpenStudy (bibby):
yeah, which choice does that match
OpenStudy (chunkymonkay):
C
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OpenStudy (chunkymonkay):
oh wait no its B right?
OpenStudy (bibby):
How?
OpenStudy (bibby):
|dw:1426457080267:dw|
draw (-1,1) on this graph
OpenStudy (chunkymonkay):
|dw:1426457172759:dw|
OpenStudy (bibby):
nope
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OpenStudy (bibby):
points are of the form (x, y)
OpenStudy (chunkymonkay):
ohh okay so it A
OpenStudy (bibby):
yeah
OpenStudy (chunkymonkay):
okay thanks bibby. :))
OpenStudy (bibby):
if you want a more visual way to look at it, the y axis is the vertical one, right?
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OpenStudy (bibby):
|dw:1426457522845:dw|