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Graph. x≤ – 5 To draw a ray, plot an endpoint and select an arrow. Select an endpoint to change it from closed to open. Select...Asked by Brianna sapp
Graph.
x≤7
To draw a ray, plot an endpoint and select an arrow. Select an endpoint to change it from closed to open. Select the middle of the ray to delete it.
x≤7
To draw a ray, plot an endpoint and select an arrow. Select an endpoint to change it from closed to open. Select the middle of the ray to delete it.
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GPT-4o mini
To graph the inequality \( x \leq 7 \), follow these steps:
1. **Draw the Number Line**: Draw a horizontal line that represents the number line.
2. **Plot the Point**: Find the point \( 7 \) on the number line and mark it.
3. **Use a Closed Dot**: Since the inequality includes \( \leq \) (less than or equal to), place a closed dot at \( 7 \) to indicate that this point is included in the solution set.
4. **Draw the Ray**: From the closed dot at \( 7 \), draw a ray that extends to the left (toward smaller numbers) forever. This reflects all values \( x \) that are less than or equal to \( 7 \).
5. **Check the Arrow**: At the end of the ray, ensure there is an arrow pointing left to indicate that the solution continues infinitely in that direction.
### Summary of Key Points for the Graph:
- Closed dot at \( 7 \) (indicating \( 7 \) is included).
- Ray extending to the left of \( 7 \).
This creates a visual representation of the solution to the inequality \( x \leq 7 \).
1. **Draw the Number Line**: Draw a horizontal line that represents the number line.
2. **Plot the Point**: Find the point \( 7 \) on the number line and mark it.
3. **Use a Closed Dot**: Since the inequality includes \( \leq \) (less than or equal to), place a closed dot at \( 7 \) to indicate that this point is included in the solution set.
4. **Draw the Ray**: From the closed dot at \( 7 \), draw a ray that extends to the left (toward smaller numbers) forever. This reflects all values \( x \) that are less than or equal to \( 7 \).
5. **Check the Arrow**: At the end of the ray, ensure there is an arrow pointing left to indicate that the solution continues infinitely in that direction.
### Summary of Key Points for the Graph:
- Closed dot at \( 7 \) (indicating \( 7 \) is included).
- Ray extending to the left of \( 7 \).
This creates a visual representation of the solution to the inequality \( x \leq 7 \).
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