Question
question.
A rectangle is labeled upper A upper B upper C upper D. The area inside of the rectangle is shaded, and each of the vertices is labeled.
Jarvis wants to translate rectangle ABDC horizontally by −4 and vertically by +3 to produce rectangle A′B′D′C′ . What will be the coordinates of C′ after Jarvis completes this translation?
(1 point
A rectangle is labeled upper A upper B upper C upper D. The area inside of the rectangle is shaded, and each of the vertices is labeled.
Jarvis wants to translate rectangle ABDC horizontally by −4 and vertically by +3 to produce rectangle A′B′D′C′ . What will be the coordinates of C′ after Jarvis completes this translation?
(1 point
Answers
GPT-4o mini
To determine the coordinates of \( C' \) after the translation, we need the original coordinates of point \( C \) in rectangle \( ABCD \). However, since the coordinates of point \( C \) are not provided in your question, let's assume the coordinates of point \( C \) are \( (x, y) \).
The translation involves moving the rectangle horizontally by \(-4\) units (to the left) and vertically by \(+3\) units (up). So, we will apply the following transformations to the coordinates of point \( C \):
1. Horizontal translation: \( x' = x - 4 \)
2. Vertical translation: \( y' = y + 3 \)
Therefore, the new coordinates of point \( C' \) will be:
\[
C' = (x - 4, y + 3)
\]
If you provide the original coordinates of point \( C \), I can give you the exact coordinates for \( C' \).
The translation involves moving the rectangle horizontally by \(-4\) units (to the left) and vertically by \(+3\) units (up). So, we will apply the following transformations to the coordinates of point \( C \):
1. Horizontal translation: \( x' = x - 4 \)
2. Vertical translation: \( y' = y + 3 \)
Therefore, the new coordinates of point \( C' \) will be:
\[
C' = (x - 4, y + 3)
\]
If you provide the original coordinates of point \( C \), I can give you the exact coordinates for \( C' \).