Question

24) which of the following functions define the volume of a cube ?
a.).v=3s, where is the length of the edge. b). v=5×3where is the length of the edge
c) V=5×3, where is the length of the edge.
d). V = 5×3 where is the length of the edge .​

Answer 1

Answer:

V=Sx/6 where x is the length of edge

Step-by-step explanation:

Let the edge of cube is x

then V=x³

S=6x²

Now V=x*x²

=x/6 * 6x²

=x*S/6=

V=Sx/6 where x is the length of edge

Answer 2

V = $s^{3} .$

• The total number of cubic units that the cube totally occupies is the definition of a cube's volume. A cube is a solid three-dimensional object with six square faces. Volume is simply the total amount of space an object takes up. A thing with a bigger volume would take up more room.
• The whole three-dimensional area occupied by a cube is its volume. A cube is a solid 3-D object with six square faces and equal-length sides. The cube is one of the five platonic solid shapes and is also referred to as a regular hexahedron. The cube's volume is expressed as (unit)³ or cubic units.

Here, according to the given information,

Let the side of the cube be s.

Let V be the volume of the cube.

Then, we get,

V = $s^{3} .$

Hence, the function that define the volume of a cube is V = $s^{3} .$

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