Question

Use the image to answer the question.Solid lines form a rectangle by joining four plotted points located in quadrants 1 and 4 on a coordinate plane. The points are labeled upper M, upper A, upper T, and upper H.Rectangle MATH is rotated 180 degrees about the origin. Use rotation mapping to solve for the coordinates of T′.(1 point)T′(,)

Answer 1

To find the coordinates of point \( T' \) after a 180-degree rotation about the origin, we can use the rotation mapping rule for a 180-degree rotation. The rule states that the coordinates \((x, y)\) of a point will be transformed to \((-x, -y)\).

Assuming the coordinates of point \( T \) before rotation are \((x, y)\), then after a 180-degree rotation, the coordinates of point \( T' \) would be:

\[ T' = (-x, -y) \]

Since you didn't provide the specific coordinates of point \( T \), you would need to substitute its coordinates into the transformation. For example, if \( T \) had coordinates \((3, 4)\), then:

\[ T' = (-3, -4) \]

If you can provide the coordinates for point \( T \), I can give you the exact coordinates for \( T' \).