volume in question = volume of cylinder - volume of sphere
volume of cylinder = ( area of base )( height )
volume of cylinder = ( π r2 )( height )
volume of cylinder = ( π(3/2)2 )( 8 ) cubic inches
volume of cylinder = ( π(9/4) )( 8 ) cubic inches
volume of cylinder = 18π cubic inches
volume of sphere = (4/3)π r3
volume of sphere = (4/3)π(2/2)2 cubic inches
volume of sphere = (4/3)π cubic inches
volume in question = 18π - (4/3)π cubic inches
volume in question = (50/3)π cubic inches
volume in question ≈ 52 cubic inches
volume in question = volume of cylinder - volume of sphere
volume of cylinder = ( area of base )( height )
volume of cylinder = ( π r2 )( height )
volume of cylinder = ( π(3/2)2 )( 8 ) cubic inches
volume of cylinder = ( π(9/4) )( 8 ) cubic inches
volume of cylinder = 18π cubic inches
volume of sphere = (4/3)π r3
volume of sphere = (4/3)π(2/2)2 cubic inches
volume of sphere = (4/3)π cubic inches
volume in question = 18π - (4/3)π cubic inches
volume in question = (50/3)π cubic inches
volume in question ≈ 52 cubic inches