{{asɛmtiNe Ɔkyerɛwfo}} | Nhomakorabea | Nneɛma a ɛma wotumi yɛ ade

1

A glide reflection consists of which two of the following transformations?

Reflection

Rotation

Dilation

Translation

For the next 3 questions, use the rule (x,y) --> (x, y - 5) to find the image of the given point.

1

A(6, 9)

1

B(11, 7)

1

C(-4, -3)

For the next 3 questions, use the rule (x,y) --> (x + 3, y) to find the image of the given point.

1

D(-2, 5)

1

E(6, -12)

1

F(0, 0)

For the next 8 questions, reflect the given point in the x-axis.

1

(4, 5)

1

(-6, 9)

1

(3, 0)

1

(0, -3)

1

(6, 1)

1

(4, -3)

1

(12, -5)

1

(7, 0)

For the next 8 questions, reflect the given point in the y-axis.

1

(3, 1)

1

(10, -4)

1

(0, 8)

1

(4, 0)

1

(-3, -11)

1

(0, 12)

1

(-14, 13)

1

(-8, 4)

For #24-27, the graph of \triangle{LMN} is given.

Perform the transformations below in the order listed, give the coordinates of L'', M'', N'', and then graph both \triangle{L'M'N'} and \triangle {L''M''N''}.

Translation: (x,y) --> (x - 2, y)

Reflection: in the x-axis

null

1

Find L''

1

Find M''

1

Find N''

1

For #28-31, the graph of \triangle{LMN} is given.

Perform the transformations below in the order listed, give the coordinates of L'', M'', N'', and then graph both \triangle{L'M'N'} and \triangle{L''M''N''}.

Translation: (x,y) --> (x + 5, y)

Reflection: in the x-axis

null

1

Find L''

1

Find M''

1

Find N''

1

For #32-35, the graph of \triangle{LMN} is given.

Perform the transformations below in the order listed, give the coordinates of L'', M'', N'', and then graph both \triangle{L'M'N'} and \triangle{L''M''N''}.

Translation: (x,y) --> (x, y + 4)

Reflection: in the x-axis

null

1

Find L''

1

Find M''

1

Find N''

1

For #36-39, the graph of \triangle{LMN} is given.

Perform the transformations below in the order listed, give the coordinates of L'', M'', N'', and then graph both \triangle{L'M'N'} and \triangle{L''M''N''}.

Translation: (x,y) --> (x, y - 7)

Reflection: in the x-axis

null

1

Find L''

1

Find M''

1

Find N''

1

For #40-43, the graph of \triangle{LMN} is given.

Perform the transformations below in the order listed, give the coordinates of L'', M'', N'', and then graph both \triangle{L'M'N'} and \triangle{L''M''N''}.

Translation: (x,y) --> (x, y - 7)

Rotation: 90 degrees about the origin

null

1

Find L''

1

Find M''

1

Find N''

1

For #44-47, the graph of \triangle{LMN} is given.

Perform the transformations below in the order listed, give the coordinates of L'', M'', N'', and then graph both \triangle{L'M'N'} and \triangle{L''M''N''}.

Translation: (x,y) --> (x, y - 7)

Rotation: 180 degrees about the origin

null

1

Find L''

1

Find M''

1

Find N''

1

For the next 2 questions, describe the two transformations in the composition below.

null

1

Translation: (x,y) --> _____________.

1

Reflection: ___ axis.

For the next 2 questions, describe the two transformations in the composition below.

null

1

Translation: (x,y) --> _____________.

1

Rotation: ____ degrees about the origin.

12.4 Worksheet

12.4 Worksheet

A glide reflection consists of which two of the following transformations?

A(6, 9)

B(11, 7)

C(-4, -3)

D(-2, 5)

E(6, -12)

F(0, 0)

(4, 5)

(-6, 9)

(3, 0)

(0, -3)

(6, 1)

(4, -3)

(12, -5)

(7, 0)

(3, 1)

(10, -4)

(0, 8)

(4, 0)

(-3, -11)

(0, 12)

(-14, 13)

(-8, 4)

Find L''

Find M''

Find N''

Find L''

Find M''

Find N''

Find L''

Find M''

Find N''

Find L''

Find M''

Find N''

Find L''

Find M''

Find N''

Find L''

Find M''

Find N''

Translation: (x,y) --> _____________.

Reflection: ___ axis.

Translation: (x,y) --> _____________.

Rotation: ____ degrees about the origin.

A glide reflection consists of which two of the following transformations?

A(6, 9)

B(11, 7)

C(-4, -3)

D(-2, 5)

E(6, -12)

F(0, 0)

(4, 5)

(-6, 9)

(3, 0)

(0, -3)

(6, 1)

(4, -3)

(12, -5)

(7, 0)

(3, 1)

(10, -4)

(0, 8)

(4, 0)

(-3, -11)

(0, 12)

(-14, 13)

(-8, 4)

Find L''

Find M''

Find N''

Graph \triangle{L'M'N'} and \triangle{L''M''N''}

Find L''

Find M''

Find N''

Graph \triangle{L'M'N'} and \triangle{L''M''N''}

Find L''

Find M''