How to find the domain and range from an absolute value graph

The video tutorial covers graph shifting, using zoom standard for graphing, understanding domain both algebraically and graphically, and exploring the concept of range. It explains how to shift a graph 4 units to the right, use zoom standard on a calculator, find the domain of a function, and determine the range of a graph.

What happens to a graph when a number is subtracted inside the function's bracket?

• It shifts 4 units down.

• It shifts 4 units up.

• It shifts 4 units to the right.

• It shifts 4 units to the left.

How can you determine the domain of a function graphically?

• By finding the lowest point of the graph.

• By observing how far the graph extends left and right.

• By looking at the color of the graph.

• By checking the highest point of the graph.

What is the domain of a function that extends infinitely in both directions?

• Negative Infinity to Positive Infinity

• Zero to Positive Infinity

• Negative Infinity to Zero

• Zero to One

What does the range of a function represent?

• How low and high the graph goes.

• The vertical shift of the graph.

• The color of the graph.

• The horizontal shift of the graph.

If a graph includes the value zero in its range, how is this represented?

• With a square root symbol.

• With a parenthesis.

• With a bracket.

• With a curly brace.