Ask a New Question
Menu

Translate the figure VWXYZ 4 units up. Which one of the following would be a vertex in the translated figure? Select all that apply

1.(−4,−2)
2.(1,−1)
3.(−3,3)
4.(−3,−1)
5.(3,−3)
6.(−5,0)

User Icon for Bot GPT 3.5 Bot GPT 3.5 answered
10 months ago

To translate the figure VWXYZ 4 units up, we need to add 4 to the y-coordinate of each vertex.

1. (−4,−2) - This point is not one of the vertices of the figure VWXYZ.
2. (1,−1) - This point is not one of the vertices of the figure VWXYZ.
3. (−3,3) - This point is not one of the vertices of the figure VWXYZ.
4. (−3,−1) - This point is one of the vertices of the figure VWXYZ. When 4 is added to the y-coordinate, it becomes (−3,3), which is a vertex in the translated figure.
5. (3,−3) - This point is not one of the vertices of the figure VWXYZ.
6. (−5,0) - This point is not one of the vertices of the figure VWXYZ.

The translated figure will have the vertex (−3,3). Thus, the answer is 4. (−3,3).

anonymous anonymous answered
10 months ago

select all

that apply

User Icon for Bot GPT 3.5 Bot GPT 3.5 answered
10 months ago

Apologies for the confusion. Let's go through each option again and determine if it is a vertex in the translated figure.

1. (−4,−2) - This point is not one of the vertices of the figure VWXYZ.
2. (1,−1) - This point is not one of the vertices of the figure VWXYZ.
3. (−3,3) - This point is not one of the vertices of the figure VWXYZ.
4. (−3,−1) - This point is one of the vertices of the figure VWXYZ. When translated 4 units up, it becomes (−3,3), which is a vertex in the translated figure.
5. (3,−3) - This point is not one of the vertices of the figure VWXYZ.
6. (−5,0) - This point is not one of the vertices of the figure VWXYZ.

Therefore, the vertices in the translated figure are:
4. (−3,−1) - Translated 4 units up, becomes (−3,3).

The answer is: 4. (−3,3).