Question

Can we construct a cube whose length of main
diagonal is 13√3 cm and diagonal of the face is
12√2 cm? Show the solution to prove your answer​

Answer 1

Step-by-step explanation:

The length of a diagonal of a cube is equal to the length of a side of a cube times square root of three. From the given word problem that if the length of a diagonal of a cube is

3

m., then the length of a side of a cube will be

then d=x

3

So

3

=x

3

⇒x=1 m

Then volume of cube =x

3

=(1)

3

=1m

3