The length of the diagonal of a cube is 16√3 . The volume of the cube is : 1. 4096 m3 2. 4196 m3 3. 3146 m3 4. 4036 m3

Question

KnowledgeBoat · Accepted Answer

Given, Diagonal of cube (d) = . Let side of cube be a meters. Diagonal (d) = ⇒ ⇒ a = 16 m. Calculating the volume of cube, Volume of cube = a3 = 163 = 4096 m3. Hence, option 1 is the correct option.

Mathematics

The length of the diagonal of a cube is 16√3 . The volume of the cube is : 1. 4096 m3 2. 4196 m3 3. 3146 m3 4. 4036 m3

Mensuration

Related Questions

The length and the breadth of a cuboid are 60 cm and 50 cm respectively. If the total surface area of the cuboid is 14800 cm², then its height is :
40 cm
32 cm
25 cm
30 cm

Mathematics

The length of the diagonal of a cube is 16√3 . The volume of the cube is : 1. 4096 m3 2. 4196 m3 3. 3146 m3 4. 4036 m3

Mensuration

Related Questions

The length and the breadth of a cuboid are 60 cm and 50 cm respectively. If the total surface area of the cuboid is 14800 cm2, then its height is :40 cm32 cm25 cm30 cm

The length and the breadth of a cuboid are 60 cm and 50 cm respectively. If the total surface area of the cuboid is 14800 cm², then its height is :
40 cm
32 cm
25 cm
30 cm