This type of transformation occurs when you shift the graph up or down by adding or subtracting a value from the function.
What is a vertical translation? What is k?
The range consists of values that are greater than or equal to this number?
f(x)=sqrtx
What is zero?
Use the graph of f(x) to graph 
sqrt(f(x)

To solve the radical equation, the first step is to apply this operation.
sqrt{x + 2} = 4
What is squaring both sides?
On the floor
The graph of the function, this transformation occurs.
y=-sqrt(x)
What is a reflection over the x-axis?
The domain of
f(x)=sqrt(x-3)
What is x>3
The invariant point of f(x) and sqrt(f(x) can always be found at this location
y=0 y=1
When solving radical equations, you must always check your solutions for this type of result.
What are extraneous solutions?
Axelle and Malikah favorite hobby can be describe as.
Adopting the new international student
The equation for a vertical stretch by a factor of 3, a reflection on the y-axis and a vertical translation of 5 units down.
What is
y=3sqrt-x -5
For the radical function, the domain is restricted by this condition.
f(x)=sqrt(4-x)
What is
x\leq 4
The trick to finding the y coordinates of y=sqrt(f(x)) when you have y=f(x)
Is to take the square root of the y coordinates of y=f(x)
The solution to
sqrt{2x + 5} = 3
What is x=2
Headphone forever
The function below has this transformation.
y=1/3 sqrt(5x)
What is a vertical compression of 1/3 and a horizontal compression of 1/5?
The range of the radical function starts at this value.
f(x)=sqrt(2x+6)
What is 0?
The domain of y=sqrt(f(x)) consist of all values in the ____ of y=f(x) for which f(x)>/=0
What is domain?
The roots of the radical equation.
9=sqrt(2x^2+9
What is x=-6,6?
In class Carter can be found doing the following 90% of the time.
a) Annoying someone
b) Not doing his work
c) Looking at goof photos of himself
The transformation for the following radical function
y=7sqrt(2x+20)
Vertical stretch of 7 units
Horizontal compression by 1/2
And left 10 units
If the square root function has a vertical shift of +5 with a vertical stretch of -1, the range would be the following.
y \leq 5
graph the function and the square root of the function
y=2x+3

The solution of radical equation.
x+3=sqrt(18-2x^3
x=-3,1
The person that works the hardest in Precal A
b)Ms Burke
c) Carter but working on avoiding work