find the center of mass of a homogeneous solid cone whose base has a diameter of 2a and height h and a homogeneous solid hemisphere of radius a, so that both bases touch, as shown in the figure. Explain step by step by finding all the moments with their integrals, prove it even if you know it gives zero
find the center of mass of a homogeneous solid cone whose base has a diameter of 2a and height h and a homogeneous solid hemisphere of radius a, so that both bases touch, as shown in the figure. Explain step by step by finding all the moments with their integrals, prove it even if you know it gives zero
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Center of Mass - Integrals.
find the center of mass of a homogeneous solid cone whose base has a diameter of 2a and height h and a homogeneous solid hemisphere of radius a, so that both bases touch, as shown in the figure.
Explain step by step by finding all the moments with their integrals, prove it even if you know it gives zero
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