A __________ is a change in the size, shape, position or orientation of a figure.
Translation
A 'slide' is considered which of the following transformations:
a) translation
b) reflection
a) translation
True or false, after you reflect a figure, the sides will have different lengths.
False
A rotation is often referred to as a __________
turn
A transformation that shifts a figure horizontally and/or vertically, but does not change its size, shape, or orientation is called a __________________.
Translation
Which figure is a translation
Figure a.
True or false, the above demonstrates a translation.
False: It is a reflection
In which axis is rectangle ABCD reflected?
y-axis
A point (5, 6) is rotated to a new location (-6, 5). State the angle and direction of the rotation.
2700 clockwise
A ________________ creates a mirror image of the original figure.
Reflection
Your analogue clock reads 1pm. The hour hand rotates 180 degrees. What time is it now?
1:30pm
Describe the location of the blue figure relative to the location of the red figure.
6 units right and 3 units down
In terms of reflection, what axis does the following point reflect.
Z(4, 7) to Z'(-4, 7)
y-axis
State the angle and direction that rotates the blue figure onto the red figure.
180 degrees clockwise or counter-clockwise
Game show time. The wheel spins and rotates 270 degrees clockwise. The arrow is fixed. What is the result?
Free Spin
An analog clock WITHOUT NUMBERS displays the time 4 o clock. What time would be seen if the clock was reflected in a mirror.
8 o clock
The point A(5,4) is moved one unit to the left and four units up. What would be its new location?
A'(4, 8)
Which of the above demonstrates a reflection?
Number 2
What is the new coordinate when the point (7, -2) is rotated 90 degree clockwise?
(-2, -7)
What is the rule for a translation 2 units left and 3 units up?
a. (x,y) --> (x+3, y+2) b. (x,y) --> (x+2, y+3)
c. (x,y) --> (x-2, y-3) d. (x,y) --> (x-2, y+3)
d. (x,y) --> (x-2, y+3)
Fully describe the transformation the maps A to D.
90o Clockwise Rotation
Translate the point P(0, -1) using the notation f(x, y) = (x-2, y+1)
P'(-2, 0)
The point Q(-5, -3) is reflected by the notation f(x, y) = (-x, y). What is the image of Q?
Q'(5, -3)
The point G(-6, 4) is rotated by the notation f(x, y) = (-y, x). What is the coordinate of Q?
Q'(-4, -6)
If you were to rotate WXYD 180° about the origin, what would the coordinates of X' be?
(-8, 3)