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Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

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Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

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Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

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Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

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For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

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For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

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For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

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For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

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For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

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For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

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Look at the picture in the Show Your Work section. For the graph, identify the transformation applied to f that results in g. (Example Answers: reflection across y=-1, horizontal stretch)

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Based on the change in the graph of g. What would be a in the function? (Example answer: a=-3)

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Look at the picture in the Show Your Work section. For the graph, identify the transformation applied to f that results in g. (Example Answers: reflection across y=-1, horizontal stretch)

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Based on the change in the graph of g. What would be a in the function? (Example answer: a=-3)

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The graph of g is a reflection of the graph of
across the x axis and a vertical stretch of the graph by a factor of 3. Write the function g.

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4) March 26 Compressions/Stretches of Functions

4) March 26 Compressions/Stretches of Functions

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

Look at the picture in the Show Your Work section. For the graph, identify the transformation applied to f that results in g. (Example Answers: reflection across y=-1, horizontal stretch)

Based on the change in the graph of g. What would be a in the function? (Example answer: a=-3)

Look at the picture in the Show Your Work section. For the graph, identify the transformation applied to f that results in g. (Example Answers: reflection across y=-1, horizontal stretch)

Based on the change in the graph of g. What would be a in the function? (Example answer: a=-3)

The graph of g is a reflection of the graph of
across the x axis and a vertical stretch of the graph by a factor of 3. Write the function g.

The graph of g is a reflection of the graph of
across the x axis and a horizontal compression of the graph by a factor of 2. Write the function g.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

Look at the picture in the Show Your Work section. For the graph, identify the transformation applied to f that results in g. (Example Answers: reflection across y=-1, horizontal stretch)

Based on the change in the graph of g. What would be a in the function? (Example answer: a=-3)

Look at the picture in the Show Your Work section. For the graph, identify the transformation applied to f that results in g. (Example Answers: reflection across y=-1, horizontal stretch)

Based on the change in the graph of g. What would be a in the function? (Example answer: a=-3)

The graph of g is a reflection of the graph of
across the x axis and a vertical stretch of the graph by a factor of 3. Write the function g.

The graph of g is a reflection of the graph of
across the x axis and a horizontal compression of the graph by a factor of 2. Write the function g.

4) March 26 Compressions/Stretches of Functions

4) March 26 Compressions/Stretches of Functions

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

Look at the picture in the Show Your Work section. For the graph, identify the transformation applied to f that results in g. (Example Answers: reflection across y=-1, horizontal stretch)

Based on the change in the graph of g. What would be a in the function? (Example answer: a=-3)

Look at the picture in the Show Your Work section. For the graph, identify the transformation applied to f that results in g. (Example Answers: reflection across y=-1, horizontal stretch)

Based on the change in the graph of g. What would be a in the function? (Example answer: a=-3)

The graph of g is a reflection of the graph of across the x axis and a vertical stretch of the graph by a factor of 3. Write the function g.

The graph of g is a reflection of the graph of across the x axis and a horizontal compression of the graph by a factor of 2. Write the function g.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

Write a function with a graph that is a reflection of the graph of f across the x-axis. Use g(x) as your function.

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

For each pair, tell whether the graph of g is the horizontal or vertical compression or stretch of the graph of f. (Example answer: vertical stretch)

Look at the picture in the Show Your Work section. For the graph, identify the transformation applied to f that results in g. (Example Answers: reflection across y=-1, horizontal stretch)

Based on the change in the graph of g. What would be a in the function? (Example answer: a=-3)

Look at the picture in the Show Your Work section. For the graph, identify the transformation applied to f that results in g. (Example Answers: reflection across y=-1, horizontal stretch)

Based on the change in the graph of g. What would be a in the function? (Example answer: a=-3)

The graph of g is a reflection of the graph of across the x axis and a vertical stretch of the graph by a factor of 3. Write the function g.

The graph of g is a reflection of the graph of across the x axis and a horizontal compression of the graph by a factor of 2. Write the function g.

The graph of g is a reflection of the graph of
across the x axis and a vertical stretch of the graph by a factor of 3. Write the function g.

The graph of g is a reflection of the graph of
across the x axis and a horizontal compression of the graph by a factor of 2. Write the function g.

The graph of g is a reflection of the graph of
across the x axis and a vertical stretch of the graph by a factor of 3. Write the function g.

The graph of g is a reflection of the graph of
across the x axis and a horizontal compression of the graph by a factor of 2. Write the function g.