Exploring Absolute Value Transformations

What are the basic types of transformations that can be applied to functions?

In the parent function y = |x|, what is the slope of the lines extending from the vertex?

How does the slope of the absolute value function change when the coefficient of x is between 0 and 1?

What happens to the graph of y = |x| when the coefficient of x is greater than 1?

If a function y = 2|x + 1| is given, what is the first transformation applied?

For the function y = -2/3|x - 1| + 2, what is the direction of the shift?

What is the domain of any absolute value function?

In the function y = |x|, what is the range?

For the function y = |x| - 3, what is the lowest point on the graph?

What is the range of the function y = |x| + 2?