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.
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.
7 answers
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
a. up
b. left or right
c. up or down
d. up or diagonally
c. up or down
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
a. up
b. left or right
c. up or down
d. up or diagonally
b. left or right
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
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
The correct answer is:
b. Add three units to each X value and add four units to each Y value.
b. Add three units to each X value and add four units to each Y value.