The image shows a matching problem where formulas must be matched to the correct geometric shape or surface/volume type. Below is the correct matching:

1. Oberfläche vom Würfel ("Surface area of a cube") → C (O = 6a²)
2. Volumen von der Pyramide ("Volume of a pyramid") → B (V = (G · h)/3)
3. Mantel des Kegels ("Lateral surface area of a cone") → G (M = πrs)
4. Volumen der Kugel ("Volume of a sphere") → F (V = 4/3πr³)
5. Oberfläche des Quaders ("Surface area of a rectangular prism") → D (O = 2(ab + ac + bc))
6. Volumen vom Würfel ("Volume of a cube") → E (V = a³)
7. Mantel des Zylinders ("Lateral surface area of a cylinder") → A (M = 2πrh)
8. Oberfläche der Kugel ("Surface area of a sphere") → H (O = 4πr²)

Would you like further explanations for any of the formulas?

Here are 5 related questions:

1. What is the formula for the volume of a cone?
2. How do you calculate the surface area of a cylinder?
3. How does the surface area of a pyramid differ from that of a cone?
4. Can the formula for the volume of a pyramid be used for any pyramid?
5. What is the relationship between the volume and surface area of a sphere?

Tip: To distinguish between different shapes, remember that the lateral area refers to only the sides, while total surface area includes all faces.