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shreyaacharya
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im actually bugged of finding a solution for d topic mentioned can any 1 pleasezzz help me
The formula for finding the center of mass of a solid cone is (1/4)h, where h is the height of the cone.
The shape of a cone affects its center of mass because the center of mass is located closer to the base of the cone than the tip. This is because the base of the cone has a larger mass compared to the tip.
Yes, the center of mass of a cone can be outside of the object. This is possible when the cone has a non-uniform density or when the base of the cone is not circular.
The center of mass of a cone is directly related to its stability. A cone with a lower center of mass will be more stable compared to one with a higher center of mass. This is because the lower center of mass creates a larger base of support, making it harder for the cone to tip over.
Yes, the center of mass of a cone can change depending on its orientation or if additional mass is added or removed from the cone. However, the height of the cone will always remain a factor in determining the center of mass.