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Show that semi-vertical angle of right circular cone of given surface area and maximum volume is $\sin ^{-1}\left(\frac{1}{3}\right)$.
Calculus 1 / AB
Chapter 6
Application of Derivatives
Section 5
Approximations
Differentiation
Missouri State University
Oregon State University
Baylor University
Lectures
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In mathematics, precalculu…
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Prove that the volume of a…
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A right circular cone (Fig…
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A right circular cone is c…
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Use a double integral to d…
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Find the volume of the lar…
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problem Number 22 the volume is equal to integration from zero toe edge off buying and for X square, the acts which is equal to boy integration from zero toe edge off R squared over edge X squared the X, which is equal to uh huh our square over every square. I'm some buying integration from zero stretch off X squared the X, which is equal to buying r squared or what three h squared times H for three minor zero for three which is equal to boy are square each for three three h for two people to one over three point r squared. So you have two points zero and zero and each and are where m is even toe are over edge eso uh Why minus y one is equal toe are over edge X minus X one s o f m x is equal toe are over age XO verify that So the volume is equal to 1/3 a point all the square which is true
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