if you are asked to translate a figure 3 units to the left and 6 units up, how many units should you add to each y-coordinate.

Answer 1

To translate a figure 3 units to the left, you would subtract 3 from each x-coordinate.
However, since you are asked to add units to each y-coordinate, this means you are translating the figure 6 units up.
Therefore, you need to add 6 to each y-coordinate.

Answer 2

when you translate a geometric figure vertically, in which directions might you be moving the figure?

a. up
b. left or right
c. up or down
d. up or diagonally

Answer 3

c. up or down

Answer 4

when you translate a geometric figure horizontally, in which directions might you be moving the figure?
a. up
b. left or right
c. up or down
d. up or diagonally

Answer 5

b. left or right

Answer 6

How would you describe the effect on coordinates of the vertices of a figure that is translated down for units into the right three units?

a. Add three units to each X value and subtract four units from each y value
b. Add three units to each X value and add four units to each Y value
c. subtract 3 units from each x value and subtract 4 units from each y value
d. add four units to each X value and subtract 3 units from each Y value

Answer 7

The correct answer is:

b. Add three units to each X value and add four units to each Y value.