10-3 Surface Area of Prisms and Cylinders

10-3 Surface Area of Prisms and Cylinders - P = perimeter,...

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Surface Area of Section 10-3
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altitude of prism – a segment perpendicular to the planes containing the 2 bases, with an endpoint in each plane height of prism – the length of an altitude right prism – a prism whose lateral edges are also altitudes
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Right Prism base base lateral face lateral edge
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base base oblique prism – any prism that is not a right prism
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Lateral Area of a Right Prism lateral area – the area of all the lateral faces of a prism (the area of all sides except the top and bottom) P = perimeter h= height LA Ph =
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Surface Area of a Right Prism You can find the surface area of a prism by adding the areas of each of the faces.
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Unformatted text preview: P = perimeter, h = height, B= area of each base B Ph T 2 + = 2 SA LA B = + Cylinders A cylinder has parallel congruent bases which are circles. The axis of the cylinder is the segment whose endpoints are centers of these circles. axis Right cylinder Oblique cylinder Lateral Area of a Right Cylinder h = height, r = radius of base 2 LA rh π = Surface Area of a Right Cylinder h = height, r = radius of base 2 2 2 SA rh r π = + Joke Time What do you call a line of rabbits walking backwards? a receding “hare” line Why did Dracula’s mom give him cough syrup? because he was coffin...
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This note was uploaded on 12/01/2011 for the course MATH 105 taught by Professor Towns during the Fall '10 term at BYU.

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10-3 Surface Area of Prisms and Cylinders - P = perimeter,...

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