Name the plane in which (8, -6, 0) lies.

Answer

To determine the plane in which the point (8, -6, 0) lies, we can follow these steps:

### Step 1: Identify the coordinates of the point
The point given is (8, -6, 0). Here, the coordinates are:
- x = 8
- y = -6
- z = 0

### Step 2: Understand the properties of the planes in 3D geometry
In a three-dimensional coordinate system, there are three primary planes:
- **XY Plane**: This is where z = 0.
- **XZ Plane**: This is where y = 0.
- **YZ Plane**: This is where x = 0.

### Step 3: Determine the value of z
From the coordinates of the point (8, -6, 0), we see that z = 0.

### Step 4: Identify the relevant plane
Since z = 0, we look for the plane where this condition holds true. The plane that satisfies z = 0 is the **XY Plane**.

### Conclusion
The point (8, -6, 0) lies in the **XY Plane**.

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