Math

A triangle is reflected across line L and then across line m. If the lines intersect, what kind of isometry is this compostiton of relcections?
a. Translation***
b. Rotation
c. Reflection
d. Glide reflection

after a glide reflection, the ponit x is mapped to the point x' (3, -2). The translation part of the glide reflection is (x, y) —> (x + 3, y), and the line of reflection is y= -1. What are the coordinates of the original point x?
a. (6, 0)
b. (-1, 1)
c. (-2, -2)
d. (0, 0)***

Am I correct???

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asked by Cory
  1. Please help I’m confused

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    posted by Cory

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