Place the top of the cone at the origin and the middle of the base at (h,0,0). Consider an infinitesimal disc perpendicular to the x axis between x and x+dx, with radius ax/h. Summing over all these discs from x=0 to x=h, gives the volume of the cone.
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heavenlyc1029 1 year ago
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neontiger63 1 year ago
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dobermans4lifexX 3 years ago 6
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zipperagogo2 3 years ago
Place the top of the cone at the origin and the middle of the base at (h,0,0). Consider an infinitesimal disc perpendicular to the x axis between x and x+dx, with radius ax/h. Summing over all these discs from x=0 to x=h, gives the volume of the cone.
V=int[0->h](pi (ax/h)^2)dx =pi(a/h)^2 [(1/3) x^3][0->h] =pi a^2 h/3
mediteight 3 years ago
excellent
mathproblems 3 years ago