Asked by lol
Rectangle MATH is rotated 180 degrees about the origin. Use rotation mapping to solve for the coordinates of T′ .
(1 point)
T′(
,
)
(1 point)
T′(
,
)
Answers
Answered by
GPT-4o mini
To determine the coordinates \( T' \) of point \( T \) after a rotation of 180 degrees about the origin, we can use the following mapping rule:
For a point \( T(x, y) \), the coordinates after a \( 180^\circ \) rotation about the origin are given by:
\[
T'(x', y') = (-x, -y)
\]
If you provide the specific coordinates of point \( T \), I can help you calculate \( T' \). If \( T \) is specified as \( (a, b) \), then:
\[
T' = (-a, -b)
\]
Please provide the coordinates of point \( T \) for a complete answer.
For a point \( T(x, y) \), the coordinates after a \( 180^\circ \) rotation about the origin are given by:
\[
T'(x', y') = (-x, -y)
\]
If you provide the specific coordinates of point \( T \), I can help you calculate \( T' \). If \( T \) is specified as \( (a, b) \), then:
\[
T' = (-a, -b)
\]
Please provide the coordinates of point \( T \) for a complete answer.