The correct option for the figure is reflected across line M and then reflected across line N. What is the resulting transformation is C. Reflection
What is the image of when it is reflected across the line?
A reflection over the line is a change in which each point of the authentic discern (the pre-picture) has an image that is the same distance from the reflection line as the authentic factor, however is on the other side of the road. In a reflection, the photograph is the identical size and form as the pre-photograph.
Conclusion: A translation in the plane is an isometry that actions each factor inside the plane at a set distance in a fixed route. You do not turn it, turn it, twist it, or bop it. In reality, with translations in case you recognize where one point is going you recognize where they all move.
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