We have that for the Question, it can be said that The series of transformations that would map Figure C onto Figure D are
- [tex]Rotation\ 90\textdegree \ clockwise\\\\Z'=(-2,4),(-2,8),(-5,2,(-8,8)[/tex]
- [tex]Translation\\\\(h,k) \arrow (h*-1,k)\\\\Z'=(2,4),(2,8),(5,2),(8,8)[/tex]
From the question we are told
Determine a series of transformations that would map Figure C onto Figure D.
Generally the Co-ordinates for the Figure C map is is mathematically given as
Z=(-4,-2),(-8-2),(-2-5),(-8-8)
Therefore
Initial Transformation
Rotation 90 \degree clockwise
Hence
Z'=(-2,4),(-2,8),(-5,2,(-8,8)
Final Transformation
Translation
(h,k) \arrow (h*-1,k)
Z'=(2,4),(2,8),(5,2),(8,8)
Therefore
The series of transformations that would map Figure C onto Figure D are
- [tex]Rotation\ 90\textdegree \ clockwise\\\\Z'=(-2,4),(-2,8),(-5,2,(-8,8)[/tex]
- [tex]Translation\\\\(h,k) \arrow (h*-1,k)\\\\Z'=(2,4),(2,8),(5,2),(8,8)[/tex]
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