Triangle rst has vertices r(2,0), s(4,0), and ta,-3). the image of triangle rst after a rotation has vertices r(o,-2). sto,-4), and t-3,-1). which rule describes the transformation?

Answer with explanation:

Vertices of Preimage which is in the shape of Triangle RST=R(2,0), S(4,0), and T(1,-3).

Vertices of Image which is obtained after rotation of Triangle R ST=R(O,-2), S(O,-4), and T(-3,-1).

Original Δ RST ,lies on positive X axis and in fourth quadrant.

Image of  Δ RST ,lies on negative Y axis, and in third quadrant.

Following are rules of rotation

Rotation by 270° has taken place in Preimage ΔRST having vertices R(2,0), S(4,0), and T(1,-3). to obtain Image ΔRST having vertices R(O,-2), S(O,-4), and T(-3,-1).

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step-by-step explanation: lol

answer: y=0 if that is what u r looking for