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Section 12-3 Cylinders. cylinder It is like a prism except that its bases are circles instead of polygons. Bases.

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Presentation on theme: "Section 12-3 Cylinders. cylinder It is like a prism except that its bases are circles instead of polygons. Bases."— Presentation transcript:

1 Section 12-3 Cylinders

2 cylinder It is like a prism except that its bases are circles instead of polygons. Bases

3 Right cylinder The segment joining the centers of the circular bases is an altitude.

4 Parts of a Right Cylinder The length of the altitude is called the height A radius of a base is the radius of the cylinder r h

5 An Example of an oblique cylinder

6 The formulas for cylinders are related to the formulas for right prisms!

7 Why? Cylinders and prisms both have two, congruent, parallel bases

8 Theorem 12-5 The lateral area of a cylinder equals the circumference of a base times the height of the cylinder.

9 In other words…

10 Total area T.A. = L.A. +

11 Theorem 12-6 The volume of a cylinder equals the area of a base times the height of the cylinder.


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