https://file.aiquickdraw.com/mathbot/file/1725605782483de1itwhc.jpg

The question in the image is asking for the distance from point C to the plane AFH of a cube. We are given the dimensions of the cube with edge lengths of 9 cm.

### Understanding the Problem:
- The cube has its vertices labeled, and we need to find the perpendicular distance from point C to the plane defined by points A, F, and H.
- The cube has a side length of 9 cm.
  
### Steps to solve:
1. **Identify the Plane AFH**: This is the plane formed by points A, F, and H. These points lie on the adjacent faces of the cube.
  
2. **

Jarak titik C ke bidang AFH adalah ... (dengan panjang sisi kubus 9 cm)

Learn how to calculate the perpendicular distance from point C to the plane AFH in a cube with side lengths of 9 cm. This geometry problem involves spatial reasoning, Pythagoras Theorem, and properties of 3D shapes. Suitable for Grade 9-10 students.

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