What is "slide?"
This is the elementary word for reflection.
What is "flip?"
This is the operation (add, subtract, multiply or divide) we use when we are trying to find the new dimensions of a figure.
What is multiply?
These are the two things that can happen to a figure when it is dilated.
What is enlarge or reduce?
This is the type of transformation:
What is translation?
The image of R(3,2) is located in this position after a translation 9 units left and 4 units up.
What is (-6, 6)
The algebraic expression for a reflection in the x axis
This is the scale factor between a triangle with side measures 3 inches and its image 9 inches.
This is the new point after a dilation with a scale factor of 2.5 P(3, -2)
What is (7.5, -5)?
This is the type of transformation:
What is dilation?
The image of J(1, 2) is located here after a translation 1 unit left and 8 units up.
What is (0, 10)?
The algebraic expression for a reflection in the y axis
What is (x, y)-> (-x, y)?
These are the dimensions of a new rectangle with sides 15 inches and 27 inches with a scale factor of 2/3
what is 10 inches by 18 inches?
This is the scale factor:
Describe the transformation, the direction (clockwise and counter clockwise) and the degree
What is rotation 90 degrees clockwise or 270 degrees counterclockwise.
This is the quadrant the image of P(4, -5) is located in after a translation 7 units left and 4 units up.
What is quadrant III?
This is the quadrant with positive x-values and negative y-values.
This is the scale factor:
What is grow when bigger than 1 and shrink when smaller than 1.
Describe what orientation of the vertices means
What is the order of the points.
Write the algebraic expression for a translation 7 units right and 2 units down.
What is (x,y)->(x+7, y-2)
This is the quadrant the figure with points P(1, 4) Q(3,1) and R(4,5) after a reflection in the y axis.
What is quadrant II
The new dimensions with a scale factor of 1
What is 40 by 25
What is the area if 1 cm is equal to 4 feet.
What is 1344 feet2
This is the only transformation where the orientation of the vertices changes.
What is reflection?