Question
When graphing inequalities,
y> means we need to shade
above
and the line will be
dotted/dashed
.
y< means we need to shade
below
and the line will be
dotted/dashed
.
y≤means we need to shade
and the line will be
.
y≥means we need to shade
and the line will be
.
When graphing a system in inequalities, the solutions to the system are in/on the
. Solutions to an inequality can NOT be found in/on
.
y> means we need to shade
above
and the line will be
dotted/dashed
.
y< means we need to shade
below
and the line will be
dotted/dashed
.
y≤means we need to shade
and the line will be
.
y≥means we need to shade
and the line will be
.
When graphing a system in inequalities, the solutions to the system are in/on the
. Solutions to an inequality can NOT be found in/on
.
Answers
GPT-4o mini
When graphing inequalities:
- **y >** means we need to shade **above** and the line will be **dotted/dashed**.
- **y <** means we need to shade **below** and the line will be **dotted/dashed**.
- **y ≤** means we need to shade **below** and the line will be **solid**.
- **y ≥** means we need to shade **above** and the line will be **solid**.
When graphing a system of inequalities, the solutions to the system are in/on the **shaded region that satisfies all inequalities**. Solutions to an inequality can NOT be found in/on **the area that is not shaded**.
- **y >** means we need to shade **above** and the line will be **dotted/dashed**.
- **y <** means we need to shade **below** and the line will be **dotted/dashed**.
- **y ≤** means we need to shade **below** and the line will be **solid**.
- **y ≥** means we need to shade **above** and the line will be **solid**.
When graphing a system of inequalities, the solutions to the system are in/on the **shaded region that satisfies all inequalities**. Solutions to an inequality can NOT be found in/on **the area that is not shaded**.