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Published byRudy Lavy Modified over 3 years ago

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**Honors Geometry Section 7.4 Surface Area & Volume of Cylinders**

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A cylinder can be seen as a prism with a circle for the base instead of a polygon. Instead of individual lateral faces, a cylinder has one continuous lateral face.

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The *axis of a cylinder is the segment joining the centers of the two bases. If the axis of the cylinder is perpendicular to the bases, then the cylinder is a right cylinder. If not, the cylinder is an oblique cylinder.

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**The altitude of a cylinder is defined in the same way as it was for a prism.**

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The formulas for lateral area, surface area and volume for a cylinder are very similar to those of a prism.

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**Prism Cylinder Lateral area Surface area Volume**

ph L + 2B Bh

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**Example 1: A penny is a right cylinder with a diameter of 19**

Example 1: A penny is a right cylinder with a diameter of mm and a thickness of 1.55 mm. Ignoring the raised design, what is the surface area and volume of a penny?

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