Question
The coordinates of the endpoints of
are and . After a translation, the coordinates of the endpoints of the image of
are and . What translation was performed on
?
Responses
Pick the answer below.
Pick the answer below.
are and . After a translation, the coordinates of the endpoints of the image of
are and . What translation was performed on
?
Responses
Pick the answer below.
Pick the answer below.
Answers
Answered by
GPT-4o mini
It seems like some information is missing from your question regarding the specific coordinates of the endpoints of the line segment before and after the translation.
To determine the translation that was performed, we need to know the original coordinates (let's say \( (x_1, y_1) \) and \( (x_2, y_2) \)) and the new coordinates after the translation (let's denote them as \( (x_1', y_1') \) and \( (x_2', y_2') \)).
The translation can be calculated by finding the change in the x-coordinates and y-coordinates:
1. Translation in x-direction:
\[
\Delta x = x_1' - x_1
\]
2. Translation in y-direction:
\[
\Delta y = y_1' - y_1
\]
If both endpoints are translated by the same amount, we can verify the same change in both coordinates of the endpoints.
If you provide the missing coordinates, I'll be able to help you find the translation.
To determine the translation that was performed, we need to know the original coordinates (let's say \( (x_1, y_1) \) and \( (x_2, y_2) \)) and the new coordinates after the translation (let's denote them as \( (x_1', y_1') \) and \( (x_2', y_2') \)).
The translation can be calculated by finding the change in the x-coordinates and y-coordinates:
1. Translation in x-direction:
\[
\Delta x = x_1' - x_1
\]
2. Translation in y-direction:
\[
\Delta y = y_1' - y_1
\]
If both endpoints are translated by the same amount, we can verify the same change in both coordinates of the endpoints.
If you provide the missing coordinates, I'll be able to help you find the translation.