INT 1 - Lesson 5.4

Front

What are the key components to consider when graphing an inequality traditionally?

Back

Y-intercept, slope, and line type.

Front

What is Desmos primarily used for in the context of graphing inequalities?

Back

To graph inequalities.

Front

What must you be able to do after Desmos shows you the graph?

Back

Interpret the graph.

Front

What does a dashed line in the graph indicate?

Back

The inequality is strict (e.g., < or >).

Front

In the example, what does the area where both colors touch represent?

Back

The solution to both inequalities.

Front

What is the purpose of the y-intercept in graphing inequalities?

Back

It is the point where the graph crosses the y-axis.

Front

What does the slope represent in the context of graphing inequalities?

Back

The steepness of the line, indicating the rate of change.

Front

What is the difference between a strict and non-strict inequality?

Back

Strict inequalities (<, >) do not include the boundary line, while non-strict inequalities (≤, ≥) do.

Front

How do you determine the solution set for an inequality graphically?

Back

By identifying the shaded region that satisfies the inequality.

Front

What does the color of the shaded region in a graph indicate?

Back

It shows the solution set for the inequality.