Answer:
The perimeter of the resulting image is 13 centimeters
Step-by-step explanation:
we know that
Rotation, reflection and translation are transformations that do not produce changes in the dimensions of the figure, while dilation is a transformation that does affect the dimensions of the figure.
In this problem we have rotation and reflection
therefore
The perimeter of the resulting figure is the same of the original figure
We need to know about the perimeter of the rectangle.
The perimeter of a rectangle is given as twice the sum of its length and breadth.
[tex]\rm{ Perimeter =2(length+breadth)[/tex]
The perimeter of the resulting image is still 13cms.
Given to us,
Solution
As we know, the rotation of any polygon in the coordinate plane does not make a change in its perimeter or the area. because the distance between the points remains the same.
Similarly, When we reflect a polygon in the coordinate plane, it does not make a change in its perimeter or the area. because the distance between the points remains the same.
Hence, the perimeter of the resulting image is still 13cms.
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