Learn how to graph an absolute value equation by reflecting over x axis

The video tutorial explains how to create a table for graphing absolute value functions. It starts by setting the absolute value equal to zero to find the axis of symmetry and vertex. The instructor discusses choosing points for graphing, highlighting the challenges of graphing fractions. To simplify, it is suggested to select points where the denominator divides evenly. The tutorial also covers reflecting points across the axis of symmetry and how a fraction less than one stretches the graph horizontally.

What is the first step in finding the axis of symmetry for an absolute value function?

• Set the value inside the absolute value to zero

• Choose points to the left and right

• Graph the function directly

• Calculate the slope of the line

Why is it suggested to choose points like 3 and 6 when graphing?

• They avoid fractions

• They are easier to calculate

• They are always correct

• They are the only possible points

How can you simplify the process of graphing fractions?

• By choosing points that the denominator divides into

• By ignoring the fractions

• By choosing random points

• By using a calculator

What happens to the graph when the absolute value function has a fraction less than one?

• It stretches horizontally

• It compresses vertically

• It shifts downwards

• It shifts upwards

What is the significance of reflecting points across the axis of symmetry?

• It changes the vertex

• It makes the graph more complex

• It ensures the graph is symmetrical

• It alters the slope