Polynomial Graph Behavior and Properties

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Neither factored nor general form.

Factored or general form.

Only general form.

Only factored form.

Basic arithmetic operations.

Characteristics of higher degree polynomials.

Graphing linear equations.

History of polynomials.

Only use them for linear equations.

Use them to find the slope.

Use them to determine where the graph crosses or bounces.

Ignore them.

The graph will remain constant.

The graph will cross at that zero.

The graph will bounce at that zero.

The graph will have a vertical asymptote.

The graph oscillates.

One end goes up, the other goes down.

Both ends go down.

Both ends go up.

All of the above.

It determines the number of zeros.

It determines the end behavior.

It determines the number of turning points.

The graph crosses the x-axis.

The graph bounces off the x-axis.

The graph has a vertical asymptote.

The graph remains constant.

Identifying the color of the graph.

Determining the number of non-real zeros.

Finding the x-intercepts.

Calculating the slope.

By observing the color of the graph.

By measuring the length of the graph.

By counting the number of turning points.

By counting the number of x-intercepts.