For #1-3, rotate the given point 90 degrees about the origin.
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For #4-6, rotate the given point 180 degrees about the origin.
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For #7-9, rotate the given point 270 degrees about the origin.
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For #10-14, rotate the quadrilateral 90 degrees about the origin.
Find the coordinates of E', F', G', and H', and then graph quadrilateral E'F'G'H'.
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For #15-18, the graph of \triangle{LMN} is given.
Perform the transformations below in the order listed, give the coordinates of L'', M'', N'', and then graph both \triangle{L'M'N'} and \triangle{L''M''N''}.
Translation: (x,y) --> (x, y - 4)
Reflection: in the y-axis
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For #19-22, the graph of \triangle{LMN} is given.
Perform the transformations below in the order listed, give the coordinates of L'', M'', N'', and then graph both \triangle{L'M'N'} and \triangle{L''M''N''}.
Translation: (x,y) --> (x + 3, y)
Reflection: in the x-axis
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For the next 2 questions, describe the two transformations in the composition below.
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For the next 2 questions, describe the two transformations in the composition below.