The vertices of figure STUV have coordinates S(−2, 2), T(2, 3), U(1, −1), and V(−3, −1). The vertices of figure SꞌTꞌUꞌVꞌ have coordinates Sꞌ(−2, −2), Tꞌ(2, −3), Uꞌ(1, 1), and Vꞌ(−3, 1). Which transformation of figure STUV produced figure SꞌTꞌUꞌVꞌ? A. a reflection across the x-axis B. a reflection across the y-axis C. a rotation 90° clockwise around the origin D. a rotation 90° counterclockwise around the origin @Gabylovesyou
ok.. so again you have to put each coordinate on the graph...
im doing it.. one sec
These are just the few questions i don't understand. :3
Were do you get the graph from? @Gabylovesyou
geogebra.com you can graph stuff there.. i just did it.. here it is
now... you should graph the other one too... one sec (im slow ik)
I will check that out.
here we go..
Its NOT B.. cuz its not a reflection across the y axis..
its NOT D... cuz the points dont end up correct
which one do u think it is ?
Hold on I got distracted.
90 degrees clockwise is this.. |dw:1423677726232:dw|
A.?
good :)
How do you make a graph on geogebra.com
@Gabylovesyou
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