A right regular pyramid with height h and a base consisting of a regular n- sided...
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A right regular pyramid with height h and a base consisting of a regular n- sided polygon of side length s has a volume V = Ah and total surface area S = A + inst where A is the base area and / the slant height, which may be calculated from the apothem of the base polygon, a = as A = nsa and 1= √h² + a². Use these formulas to define a function, pyramid_AV, returning V and S when passed values for n, s and h. A right regular pyramid with height h and a base consisting of a regular n- sided polygon of side length s has a volume V = Ah and total surface area S = A + inst where A is the base area and / the slant height, which may be calculated from the apothem of the base polygon, a = as A = nsa and 1= √h² + a². Use these formulas to define a function, pyramid_AV, returning V and S when passed values for n, s and h.
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We need to create a function pyramidAV that given n number of sides s side length and h height will ... View the full answer
Related Book For
Intermediate Algebra
ISBN: 9780134895987
13th Edition
Authors: Margaret Lial, John Hornsby, Terry McGinnis
Posted Date:
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