volume of a cubes

Find the volume of the solid. Each small cube measures 1 cubic cm. => 50 cubic cm or 20 cubic cm or 40 cubic cm or 10 cubic cm..

A unit cube is removed from a cube of side n cm. If the volume of the remaing cube is 728 cm 3 , then find the side of the cube. => 81 or 9 or 8 or 10..

The volume of a cube is (4 x 3 + 7) m 3 . A smaller cube with volume ( x 3 + 3) m 3 is cut out of the cube. Write a polynomial for the remaining volume. => (4 x 3 + 3) or (3 x 3 + 6) or (4 x 3 + 6) or (3 x 3 + 4)..

The volume of a cube is (4 x 3 + 8) m 3 . A smaller cube with volume ( x 3 + 4) m 3 is cut out of the cube. Identify a polynomial for the remaining volume. => (3 x 3 + 12) m 3 or 8 m 3 or (5 x 3 +12) m 3 or (3 x 3 + 4) m 3..

Dimensions of a rectangular prism are 4 cm × 3 cm × 3 cm and each edge of a cube is 3 cm. Find the ratio of the volume of the rectangular prism to that of the cube. => 4 : 3 or 3 : 1 or 1 : 4 or 1 : 3..

The rectangular prism is formed by stacking up cubes, each with an edge of length 3 in. Find the volume of the rectangular prism. => 649 in. 3 or 646 in. 3 or 645 in. 3 or 648 in. 3..

After cutting a 3-in. slice form one face of a cube, the remaining solid has a volume of 70 in³ . Which of the following is the length of the edge of the original cube approximated to the nearest tenth of an inch? => 5.4 in. or 7.8 in. or 6.8 in. or 2.4 in...

The formula for the volume of a cube is w = t 3 . Find the inverse of this function. => w = t 3 or w = 3 t or w = t 3 or w = t 3..

The rectangular prism is formed by stacking up cubes, each with an edge of length 3 in. Find the volume of the rectangular prism. => 648 in. 3 or 646 in. 3 or 649 in. 3 or 645 in. 3..

Two more than twice the volume of a die in the shape of a cube is three times the volume of a rectangular wooden piece. The length of the wooden piece is 1cm more than the length of an edge of the die, its width is the same as the length of the edge of the die and its ..