Graph Transformations!

Front

Identify the blue graph from the given options:

y = f(2x)

,

y = f(0.5x)

,

y = 2f(x)

,

y = 0.5f(x)

Back

y = f(2x)

Front

Identify the blue graph from the options:

y = f(x - 4)

,

y = f(x) - 4

,

y = f(x + 4)

,

y = f(x) + 4

Back

y = f(x - 4)

Front

Identify the blue graph given the red graph shows y=f(x). Options: y = f(3x), y = f(2x), y = 2f(x), y = 3f(x)

Back

y = 3f(x)

Front

The red graph shows the graph of y=f(x)

Identify the blue graph...

Options: y = f(2x), y = f(0.5x), y = 2f(x), y = 0.5f(x)

Back

y = 2f(x)

Front

Identify the blue graph from the given options:

y = f(2x)

,

y = f(0.5x)

,

y = 2f(x)

,

y = 0.5f(x)

Back

y = f(2x)

Front

The red graph shows the graph of y=f(x)

Identify the blue graph...

Options: y = f(4x), y = f(0.25x), y = 4f(x), y = 0.25f(x)

Back

y = f(4x)

Front

Identify the blue graph given the red graph shows y=f(x). Options:

y = f(2x)

,

y = f(3x)

,

y = 2f(x)

,

y = 3f(x)

Back

y = 2f(x)

Front

Identify the blue graph from the given options:

y = f(x - 3)

,

y = f(x) - 3

,

y = f(x + 3)

,

y = f(x) + 3

Back

y = f(x + 3)

Front

Identify the blue graph given the red graph shows y=f(x). Options:

y = f(x - 1)

,

y = f(x) - 1

,

y = f(x + 1)

,

y = f(x) + 1

Back

y = f(x - 1)

Front

The red graph shows the graph of y=f(x)

Identify the blue graph...

Options: y = f(x - 3), y = f(x) - 3, y = f(x + 3), y = f(x) + 3

Back

y = f(x + 3)