Determine the domain and range for the square root function

The video tutorial covers the concepts of domain and range for a function, including how to determine when a function is increasing or decreasing, and whether it is even or odd. The instructor explains the parent graph and transformations, such as reflections over the x-axis and shifts. The domain is identified as non-negative values, while the range is from negative infinity to three. The video concludes with a brief mention of determining if the function is even or odd, which will be covered in a subsequent video.

What does the 'a' in the transformation equation indicate about the graph?

• It indicates a change in the slope.

• It indicates a reflection over the x-axis.

• It indicates a vertical shift.

• It indicates a horizontal shift.

If a graph is not shifting left or right, what can be said about the 'h' value in the transformation equation?

• The 'h' value is zero.

• The 'h' value is undefined.

• The 'h' value is negative.

• The 'h' value is positive.

What is the domain of the function described in the video?

• Negative infinity to positive infinity

• Zero to positive infinity

• Zero to three

• Negative infinity to zero

What is the range of the function described in the video?

• Negative infinity to three

• Zero to positive infinity

• Negative three to positive three

• Zero to three

What topic is mentioned as being covered in a different video?

• Vertical shifts

• Even and odd functions

• Domain and range

• Graph transformations