A triangle with a vertex ( -3, 5 ) is translated up six units. What are the coordinates of the vertex after it is translated
To translate the triangle up six units, we simply need to add 6 to the y-coordinate of the vertex.
Therefore, the coordinates of the vertex after it is translated are ( -3, 5 + 6 ) which simplifies to ( -3, 11 ).
To translate the triangle up six units, you need to add 6 to the y-coordinate of the vertex.
The original vertex is ( -3, 5 ), so by adding 6 to the y-coordinate, the new vertex coordinate would be:
(-3, 5 + 6) = (-3, 11)
Therefore, the coordinates of the vertex after it is translated up six units would be (-3, 11).