the point ( -3, -2 ) is a vertex of a triangle if a triangle is translates five units to the left what is this point in the translate figure
If the triangle is translated five units to the left, the x-coordinate of the point will decrease by 5 units.
Given that the original point is (-3, -2), when it is translated five units to the left, the new x-coordinate will be:
-3 - 5 = -8
Therefore, the new coordinates of the translated point are (-8, -2).
To translate a point, we move it in a specified direction and distance. In this case, we are translating the point (-3, -2) five units to the left.
To do this, we subtract 5 from the x-coordinate of the original point since we are moving it to the left.
(-3, -2) - 5 = (-8, -2)
Therefore, the translated point is (-8, -2).