1- Consider the 2D shape with the following vertices: -B = .c = .D = HE...

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1- Consider the 2D shape with the following vertices: -B = .c = .D = HE = ) After a series of affine transformation the first three original vertices are transformed to the following A' = H.P = (1,c = 9.D' = [}.E = | a) Find the Transformation matrix b) Find D' and E' c) Rewrite this transformation as a combination of basic 2D transformation (Translation, Rotation ..) 2- Find the reflection of the original shape with respect to the line passing through origin which has 45" angle with x-axis. 1- Consider the 2D shape with the following vertices: -B = .c = .D = HE = ) After a series of affine transformation the first three original vertices are transformed to the following A' = H.P = (1,c = 9.D' = [}.E = | a) Find the Transformation matrix b) Find D' and E' c) Rewrite this transformation as a combination of basic 2D transformation (Translation, Rotation ..) 2- Find the reflection of the original shape with respect to the line passing through origin which has 45" angle with x-axis.

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a To find the transformation matrix we can use the fact that the transformation matrix multiplied by ... View the full answer