Graphing Functions and Parabolas

Dive straight into the problem

Simplify or manipulate the problem

Ask someone else to solve it

Ignore the problem

The number itself

The distance from the origin

The square of the number

The negative of the number

As the same graph shifted vertically

As the same graph shifted horizontally

As completely different graphs

As identical graphs with no shifts

Using a ruler

Ensuring accuracy

Drawing freehand

Making the graph colorful

They decrease even faster

They start increasing

They cancel each other out

They become constant

An odd function

A constant function

Another even function

A linear function

The graph forms a horizontal line

The graph remains unchanged

The graph becomes a diagonal line

The graph becomes a vertical line

It results in a horizontal graph

It results in a rapidly increasing graph

It results in a decreasing graph

It results in a constant graph

It makes the graph complex

It helps in understanding the graph's behavior

It has no significance

It makes the graph colorful

Understanding complex numbers

Graphing linear equations

Simplifying and graphing parabolas with absolute values

Solving quadratic equations