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Transformations of Radical Functions

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Wize High School Grade 12 Pre-Calculus Textbook > Radical Functions

Transformations of Radical Functions

5 Activities

Wize High School Algebra II Textbook (Common Core) > Radical Expressions and Functions

Transformations of Radical Functions

6 Activities

Practice: Transformations of Radical Functions

If the point (x,81x16) (x,81x^{16})~ lies on the graph y=f(x),y=f(x), then what point lies on the graph y=f(x)y=\sqrt{f(x)}?
More Transformations of Radical Functions Questions:
Radical Functions
Graph the function y=−34(x−2)+3y=-3\sqrt{4(x-2)}+3.
Solving Radical Equations
Practice: Transformations
Let y=f(x)y=\sqrt{f(x)}.
Match the appropriate transformation with its transformed function.
Solving Radical Equations
Practice: Transformations
Let y=f(x)y=\sqrt{f(x)}.
Match the appropriate transformation with its transformed function.
Transformations of Radical Functions
Practice: Transformations of Radical Functions
If the point (-4,5) is on the function y=23f(−x−8)+13y=\frac{2}{3}f(-x-8)+\dfrac{1}{3}, then what point must be on the function y=f(x)y=\sqrt{f(x)}?
Transformations of Radical Functions
Practice: Transformations of Radical Functions
If the point (2, 3) is on the function y=2f(x−1)−3y=2f(x-1)-3, then what point must be on the function y=f(x)y=\sqrt{f(x)}?
Transformations of Radical Functions
Practice: Transformations of Radical Functions
Which of the following is the graph of the function y=−−3x+6−2y=-\sqrt{-3x+6}-2?
Transformations of Radical Functions
Practice: Transformations of Radical Functions
Which of the following is the graph of the function y=4x−1y=\sqrt{4x}-1?
Transformations of Radical Functions
Practice: Transformations of Radical Functions
If the point (x,64x52) (x,64x^{\frac{5}{2}})~ lies on the graph y=f(x),y=f(x), then what point lies on the graph y=f(x)y=\sqrt{f(x)}?
More Transformations of Radical Functions Questions:
Radical Functions
Graph the function y=−34(x−2)+3y=-3\sqrt{4(x-2)}+3.
Solving Radical Equations
Practice: Transformations
Let y=f(x)y=\sqrt{f(x)}.
Match the appropriate transformation with its transformed function.
Solving Radical Equations
Practice: Transformations
Let y=f(x)y=\sqrt{f(x)}.
Match the appropriate transformation with its transformed function.
Transformations of Radical Functions
Practice: Transformations of Radical Functions
If the point (-4,5) is on the function y=23f(−x−8)+13y=\frac{2}{3}f(-x-8)+\dfrac{1}{3}, then what point must be on the function y=f(x)y=\sqrt{f(x)}?
Transformations of Radical Functions
Practice: Transformations of Radical Functions
If the point (2, 3) is on the function y=2f(x−1)−3y=2f(x-1)-3, then what point must be on the function y=f(x)y=\sqrt{f(x)}?
Transformations of Radical Functions
Practice: Transformations of Radical Functions
Which of the following is the graph of the function y=−−3x+6−2y=-\sqrt{-3x+6}-2?
Transformations of Radical Functions
Practice: Transformations of Radical Functions
Which of the following is the graph of the function y=4x−1y=\sqrt{4x}-1?
Transformations of Radical Functions
Practice: Transformations of Radical Functions
If the point (x,64x52) (x,64x^{\frac{5}{2}})~ lies on the graph y=f(x),y=f(x), then what point lies on the graph y=f(x)y=\sqrt{f(x)}?