Point P (4, 3) is in the first quadrant. Find the coordinate of the point Q, opposite to P in fourth quadrant.

Answer

To find the coordinates of point Q, which is opposite to point P (4, 3) in the fourth quadrant, we can follow these steps:

### Step-by-step Solution:

1. **Identify the coordinates of point P**:
- Point P is given as (4, 3). This means the x-coordinate is 4 and the y-coordinate is 3.

2. **Understand the properties of quadrants**:
- The first quadrant (where point P is located) has both x and y coordinates positive.
- The fourth quadrant has a positive x-coordinate and a negative y-coordinate.

3. **Determine the opposite point in the fourth quadrant**:
- To find the opposite point Q in the fourth quadrant, we need to keep the x-coordinate the same as point P, which is 4 (positive).
- For the y-coordinate, we take the negative of the y-coordinate of point P. Since the y-coordinate of P is 3 (positive), the y-coordinate of Q will be -3 (negative).

4. **Write the coordinates of point Q**:
- Therefore, the coordinates of point Q are (4, -3).

### Final Answer:
The coordinates of point Q are (4, -3).

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