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Cross-Sections of Solids

Author: JW

This quiz checks understanding of geometric cross-sections of solids such as cylinders, cones, spheres, prisms and pyramids, including definitions, properties, and area calculations.

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1 Which statement correctly defines a cross-section of a solid by a plane?

2 What condition must a plane satisfy to form an axial cross-section of a cone?

3 Which description best matches the axial cross-section of a right cylinder?

4 Which statement correctly describes an axial cross-section of a sphere?

5 What must the plane of an axial cross-section of a regular square pyramid contain?

6 A right cylinder has radius r = 5 cm and height h = 8 cm. What is the area of its axial cross-section?

7 A cone has base radius r = 6 cm and height h = 8 cm. What is the area of its axial cross-section?

8 A sphere has radius R = 7 cm. What is the area of its axial cross-section?

9 A cylinder has an axial cross-section that is a square with side 10 cm. What are the dimensions of the cylinder?

10 A plane cuts a sphere of radius R = 10 cm at distance d = 6 cm from the center. What is the radius of the circular cross-section?

11 Which statement about cross-sections of a sphere by a plane is correct?

12 Which claim about cross-sections of a cone parallel to the base is correct?

13 Marek claims that the axial cross-section of any cone is always an equilateral triangle. How should his claim be evaluated?

14 A cone has base radius r = 9 cm and axial cross-section area 108 cm². What is the height of the cone?

15 Which shape cannot occur as a plane cross-section of a cone?

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