Let ABCDEF be a right triangular prism, with all its edges congruent and its side edges AD, BE and CF.
Let 0 and 0' be the center of mass of the bases ABC and DEF, respectively, and let P be a point belonging to 00' such that P0' = - 1/6-00' .
Let π be the plane determined by P and the midpoints of AB and DF.
The π plane divides the prism into two solids.
Determine the ratio between the volume of the smaller solid and the volume of the larger solid, determined by the π plane
Let 0 and 0' be the center of mass of the bases ABC and DEF, respectively, and let P be a point belonging to 00' such that P0' = - 1/6-00' .
Let π be the plane determined by P and the midpoints of AB and DF.
The π plane divides the prism into two solids.
Determine the ratio between the volume of the smaller solid and the volume of the larger solid, determined by the π plane
