Math Problem Statement
the coords for point P are (0,0)
Solution
Great! Since the point is at the origin , the transformation for a 90° clockwise rotation simplifies.
For any point , the rotation formula around the origin is:
Let's apply this to each vertex of the triangle .
Step-by-Step Transformation:
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Vertex : Suppose has coordinates .
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Vertex : Suppose has coordinates .
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Vertex : Suppose has coordinates .
Applying this to the Image:
If you can provide the coordinates for the vertices , , and from the image, I can calculate the new coordinates for the rotated triangle.
Would you like to extract the coordinates from the image, or do you need help with that? Alternatively, if you can provide those coordinates directly, I'll compute the new positions for the vertices.
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Math Problem Analysis
Mathematical Concepts
Geometry
Rotation
Coordinate Geometry
Formulas
Rotation formula for 90° clockwise rotation around the origin
Theorems
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Suitable Grade Level
Grades 9-12