The ratio of the length of the height in the cuboid to the length of the width 3:5.
Height of the cuboid whose ratio is 2:7 long.
Given that the area of the cuboid 542 cm². Find its dimensions.
The ratio of the length of the height in the cuboid to the length of the width 3:5.
Height of the cuboid whose ratio is 2:7 long.
Given that the area of the cuboid 542 cm². Find its dimensions.
The ratio between the height and the width of the cuboid 3:5.
The length of the cuboid l and greater than 3 of the height.
Express using l the surface area of the cuboid.
A rectangular prism is shown below.
The ratio between b and a is 3:4, while the ratio between b and c is 7:9.
a = 6 cm
Calculate the surface area of the rectangular prism.
A cuboid exists with a ratio between its dimensions equaling 1:2:4. The middle side has a length of 5 cm.
What is the surface area of the cuboid?
The ratio of the length of the height in the cuboid to the length of the width 3:5.
Height of the cuboid whose ratio is 2:7 long.
Given that the area of the cuboid 542 cm². Find its dimensions.
Altura 4.96, Largo 8.26, Ancho 17.36
The ratio between the height and the width of the cuboid 3:5.
The length of the cuboid l and greater than 3 of the height.
Express using l the surface area of the cuboid.
A rectangular prism is shown below.
The ratio between b and a is 3:4, while the ratio between b and c is 7:9.
a = 6 cm
Calculate the surface area of the rectangular prism.
175.8 cm²
A cuboid exists with a ratio between its dimensions equaling 1:2:4. The middle side has a length of 5 cm.
What is the surface area of the cuboid?
175 cm².