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WorksheetsOptional EC Practice - Unit 9 Practice Part A
Total questions: 62
Worksheet time: 3hrs 37mins
Translate the blue shape to the pink shape...
5 Right
2 Down
5 Left
2 Up
3 Right
1 Down
3 Left
1 Up
Translate the pink shape to the blue shape...
5 Right
2 Down
5 Left
2 Up
3 Right
1 Down
3 Left
1 Up
Translate the blue shape to the green shape...
3 Left
3 Down
3 Right
3 Up
2 Right
3 Up
2 Left
3 Down
Translate the green shape to the blue shape...
3 Left
3 Down
3 Right
3 Up
2 Right
3 Up
2 Left
3 Down
Translate the blue shape to the green shape...
4 Down
4 Up
3 Down
3 Up
Translate the green shape to the blue shape...
4 Down
4 Up
3 Down
3 Up
Translate the blue shape to the green shape...
5 Right
2 Up
5 Left
2 Down
5 Right
5 Up
5 Left
5 Down
Translate the green shape to the blue shape...
5 Right
2 Up
5 Left
2 Down
5 Right
5 Up
5 Left
5 Down
Translate shape A to shape B...
5 Right
3 Up
5 Left
3 Down
3 Right
3 Up
3 Left
3 Down
Translate shape B to shape A...
5 Right
3 Up
5 Left
3 Down
3 Right
3 Up
3 Left
3 Down
Translate shape A to shape B...
1 Left
5 Up
1 Right
5 Down
1 Left
4 Up
1 Right
4 Down
Translate shape B to shape A...
1 Left
5 Up
1 Right
5 Down
1 Left
4 Up
1 Right
4 Down
Translate shape A to shape B...
3 Right
5 Up
3 Left
5 Down
2 Left
4 Up
2 Right
4 Down
Translate shape B to shape A...
3 Right
5 Up
3 Left
5 Down
2 Left
4 Up
2 Right
4 Down
Translate shape C to shape A...
3 Right
5 Up
3 Left
5 Down
2 Left
4 Up
2 Right
4 Down
Translate shape A to shape C...
3 Right
5 Up
3 Left
5 Down
2 Left
4 Up
2 Right
4 Down
Translate shape C to shape B...
5 Right
1 Up
5 Left
1 Down
2 Left
4 Up
2 Right
4 Down
Translate shape B to shape C...
5 Right
1 Up
5 Left
1 Down
2 Left
4 Up
2 Right
4 Down
Translate shape A to shape B...
5 Right
1 Down
5 Left
1 Up
3 Right
1 Down
3 Left
1 Up
Translate shape B to shape A...
5 Right
1 Down
5 Left
1 Up
3 Right
1 Down
3 Left
1 Up
Determine how to translate triangle A'B'C' to triangle ABC.
(x+2, y-5)
(x+2, y-9)
(x-2, y-9)
(x-9, y+2)
(x - 2, y - 5)
(x + 2, y + 5)
(x + 5, y - 2)
(5x, 2y)
Triangle ABC has vertices A(2,1), B(0,3), and C (-4, -1). Find the vertices of A'B'C' after a translation of of 2 units to the RIGHT and 4 units UP
A' (a)
B' (b)
C' (c)
Triangle DEF has vertices D(-3,0), E(2,8) and F(-1, -5). Find the vertices of D'E'F' after a translation of of 5 units to the LEFT and 1 units DOWN
D' (a)
E' (b)
F' (c)
(x, y) ----> (x + 2, y - 3)
(x, y) -----> (x, y +4)
What is the algebraic representation of a figure is Translated 9 units right and 3 units down?
(x, y) -->
(x - 9, y + 3)
(x, y) -->
(x + 9, y - 3)
(x, y) -->
(x + 3, y - 9)
(x, y) -->
(9x, 3y)
What axis is the triangle being reflected over?
X-axis
Y-axis
What axis is the image reflected over?
X-axis
Y-axis
What is the mirror line for this reflection?
y=4
x=-3
y=x
y= -x
What shape is the reflection from shape E in the x-axis?
A
C
B
Using the y-axis as the mirror line, is this correct?
Yes
No
Identify the line of reflection.
x axis
x = -3
y = -x
y = -3
(x,y)→(x−2,y+3)
translate
left 2, up 3
(x,y)→(x+2,y−3)
translate
right 2, down 3
(x,y)→(−x,y)
reflect y-axis
(x,y)→(x,−y)
reflect x-axis
When a coordinate reflects over the y-axis the x-coordinate...
changes to its opposite sign
stays the same
When a coordinate reflects over the y-axis the y-coordinate...
changes to its opposite sign
stays the same
When a coordinate reflects over the x-axis the x-coordinate...
changes to its opposite sign
stays the same
What is the rule for a reflection across the y = x line?
(x, y) becomes (x, -y)
(x, y) becomes (-x, y)
(x, y) becomes (-x, -y)
(x, y) becomes (y, x)
Graph the reflection with line of reflection y=x. Point C is currently located at (3,1). What are the new coordinates of C' ?
(3, 1)
(1, 3)
(-3, -1)
(-3, 1)
What are the new coordinates of A' after a reflection across the line y=x?
(1,1)
(1, 2)
(2,1)
(-1, 2)
What is the new location of image point C' when reflected over the line y=x ?
(0, 2)
(0, -2)
(2, 0)
(0, 0)
What is the new location of image point B' when reflected over the line y=x ?
(-6, 2)
(-8, 9)
(9, -8)
(2, -6)
Match the following Reflection rules
(x,y)-->(x, -y)
Reflect over x-axis
(x,y)-->(-x, y)
Reflect over y-axis
(x,y)-->(y, x)
Reflect over y = x
(x,y)-->(-y,-x)
Reflect over y = -x
