How would you describe the effect of the coordinates of the vertices of a figure that is translated to the left six units and up 5 units
The effect of translating a figure to the left six units and up five units is that the x-coordinate of each vertex is decreased by six units, and the y-coordinate of each vertex is increased by five units. This means that the figure is shifted horizontally to the left and vertically upward.
To describe the effect of translating a figure to the left by 6 units and up by 5 units, you need to apply the same translation to each vertex of the figure. Let's assume you have a figure with vertices (x1, y1), (x2, y2), (x3, y3), ..., (xn, yn).
To translate the figure to the left by 6 units, subtract 6 from the x-coordinate of each vertex:
(x1 - 6, y1), (x2 - 6, y2), (x3 - 6, y3), ..., (xn - 6, yn).
To translate the figure up by 5 units, add 5 to the y-coordinate of each vertex:
(x1 - 6, y1 + 5), (x2 - 6, y2 + 5), (x3 - 6, y3 + 5), ..., (xn - 6, yn + 5).
By performing these translations on each vertex, you will shift the entire figure to the left by 6 units and up by 5 units.