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a regular triangular pyramid has an altitude of 6m. At what distance from its vertex must it be cut by a plane parallel to its base so that two solids of equal volume will be formed?
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volume of a pyramid= 1/3 (area of the base *height)
u know the original volume of the pyramid...suppose it's V
and if you cut the pyramid parallel to the base then top portion will also be a pyramid
so this new pyramid should have a volume V/2...hence u can calculate the height of new pyramid
thanks for the answer,, i already get the volume of the whole pyramid.. i just encounter difficulty in getting the right height of the top portion pyramid that must be the volume is equal to the volume of the other portion of the pyramid..
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