A cube is attached to an orthohedron, which itself is attached to a square-based orthohedron.
Calculate the volume of the new shape using the data provided.
A cube is attached to an orthohedron, which itself is attached to a square-based orthohedron.
Calculate the volume of the new shape using the data provided.
A rectangular prism is attached to a cube as shown in the figure.
Calculate the volume of the new shape using the values provided.
A rectangular prism with a square base is attached to a rectangular prism as shown below.
Calculate the volume of the new shape using the data provided.
Calculate the volume of the shape below according to the data given in the diagram.
Calculate the volume of the shape below based on the data provided.
A cube is attached to an orthohedron, which itself is attached to a square-based orthohedron.
Calculate the volume of the new shape using the data provided.
A rectangular prism is attached to a cube as shown in the figure.
Calculate the volume of the new shape using the values provided.
A rectangular prism with a square base is attached to a rectangular prism as shown below.
Calculate the volume of the new shape using the data provided.
Calculate the volume of the shape below according to the data given in the diagram.
Calculate the volume of the shape below based on the data provided.
A cuboid has a volume of
120 cm3.
Side BK equals 4 cm.
Calculate the area of the triangle ABC.
Given the small cuboid ABKD
inside the large cuboid
Given the small cuboid fits 4 times the large cuboid
BC=4 AB=5 BK=3
What is the volume of the large cuboid minus the small cuboid?
Shown below is a cuboid containing 5 smaller cuboids of equal size.
AB = 4
BE = 2
EK = 5
Calculate the volume of the large cuboid.
50 ml of liquid is poured into a rectangular prism with a volume of 150 cm.
The distance between the water line and the top of the rectangular prism is 3 cm.
What is the value of Y, which represents the height of the water?
A cuboid has a volume of
120 cm3.
Side BK equals 4 cm.
Calculate the area of the triangle ABC.
15 cm²
Given the small cuboid ABKD
inside the large cuboid
Given the small cuboid fits 4 times the large cuboid
BC=4 AB=5 BK=3
What is the volume of the large cuboid minus the small cuboid?
180 cm³
Shown below is a cuboid containing 5 smaller cuboids of equal size.
AB = 4
BE = 2
EK = 5
Calculate the volume of the large cuboid.
200 cm³
50 ml of liquid is poured into a rectangular prism with a volume of 150 cm.
The distance between the water line and the top of the rectangular prism is 3 cm.
What is the value of Y, which represents the height of the water?
1.5 cm