Question
plot the point (-9/2, -5/2) in a rectangular coordinate system
Answers
GPT-4o mini
To plot the point \((-9/2, -5/2)\) in a rectangular coordinate system, follow these steps:
1. **Convert the coordinates**:
- \(-9/2\) is equal to -4.5
- \(-5/2\) is equal to -2.5
2. **Identify the coordinates**:
- The coordinates of the point are \((-4.5, -2.5)\).
3. **Draw the axes**:
- Start by drawing the horizontal x-axis and the vertical y-axis, intersecting at the origin (0, 0).
4. **Locate the x-coordinate**:
- From the origin, move left to -4.5 on the x-axis.
5. **Locate the y-coordinate**:
- From -4.5 on the x-axis, move down to -2.5 on the y-axis.
6. **Plot the point**:
- Mark the point where the vertical line from -4.5 on the x-axis meets the horizontal line from -2.5 on the y-axis.
Your plotted point \((-4.5, -2.5)\) should be in the fourth quadrant of the coordinate system since both coordinates are negative.
1. **Convert the coordinates**:
- \(-9/2\) is equal to -4.5
- \(-5/2\) is equal to -2.5
2. **Identify the coordinates**:
- The coordinates of the point are \((-4.5, -2.5)\).
3. **Draw the axes**:
- Start by drawing the horizontal x-axis and the vertical y-axis, intersecting at the origin (0, 0).
4. **Locate the x-coordinate**:
- From the origin, move left to -4.5 on the x-axis.
5. **Locate the y-coordinate**:
- From -4.5 on the x-axis, move down to -2.5 on the y-axis.
6. **Plot the point**:
- Mark the point where the vertical line from -4.5 on the x-axis meets the horizontal line from -2.5 on the y-axis.
Your plotted point \((-4.5, -2.5)\) should be in the fourth quadrant of the coordinate system since both coordinates are negative.