Question
When graphing inequalities,
y> means we need to shade
and the line will be
.
y< means we need to shade
and the line will be
.
y> means we need to shade
and the line will be
.
y< means we need to shade
and the line will be
.
Answers
GPT-4o mini
When graphing inequalities:
1. For \( y > \) (or \( y \geq \)):
- We need to shade **above** the line.
- The line will be **dashed** if it is \( y > \) (not including the line), and **solid** if it is \( y \geq \) (including the line).
2. For \( y < \) (or \( y \leq \)):
- We need to shade **below** the line.
- The line will be **dashed** if it is \( y < \) (not including the line), and **solid** if it is \( y \leq \) (including the line).
So, to summarize:
- \( y > \): shade above, dashed line
- \( y \geq \): shade above, solid line
- \( y < \): shade below, dashed line
- \( y \leq \): shade below, solid line
1. For \( y > \) (or \( y \geq \)):
- We need to shade **above** the line.
- The line will be **dashed** if it is \( y > \) (not including the line), and **solid** if it is \( y \geq \) (including the line).
2. For \( y < \) (or \( y \leq \)):
- We need to shade **below** the line.
- The line will be **dashed** if it is \( y < \) (not including the line), and **solid** if it is \( y \leq \) (including the line).
So, to summarize:
- \( y > \): shade above, dashed line
- \( y \geq \): shade above, solid line
- \( y < \): shade below, dashed line
- \( y \leq \): shade below, solid line