The point (−3, −2) is a vertex of a triangle. If the triangle is translated 5 units to the left, what is this point in the translated figure? Draw a graph for yourself if needed.(1 point)
The point (-3, -2) is translated 5 units to the left, so its x-coordinate would decrease by 5 units. Therefore, the new x-coordinate would be -3 - 5 = -8.
The y-coordinate remains unchanged in a horizontal translation, so the y-coordinate in the translated figure would still be -2.
Therefore, the point in the translated figure is (-8, -2).
To find the translated point, we need to subtract 5 from the x-coordinate of the given point (-3, -2).
The x-coordinate of the given point (-3, -2) is -3.
To translate the point 5 units to the left, we subtract 5 from the x-coordinate:
-3 - 5 = -8
So, the x-coordinate of the translated point is -8.
The y-coordinate remains the same.
Therefore, the translated point is (-8, -2).
Here is a graph to help visualize the translation:
Graph:
Before translation:
* (-3, -2)
After translation:
* (-8, -2)
Note: * represents the points on the graph.