In this problem, we are interested in cuboids, that is a $3-$dimensional rectangular box represented by its width, length and height. Create a $$Cuboid$$ struct to represent a $3-$dimensional rectangular box and implement the following functions:

$$ ScaleCuboid method that takes a positive integer a and cuboid by reference as input and scales the three dimensions of the cuboid by a$,$ i$.$e$.$:

o width $\backslash$times a$,$ height $\backslash$times a and length $\backslash$times a

$$ ComputeArea method that takes a Cuboid as input and returns the outside surface area of the cuboid expressed as follows:

o $2($height $\backslash$times width$)+2($height $\backslash$times length$)+2($width $\backslash$times length$)$

$$ ComputeVolume method that takes a Cuboid as input and returns the volume of the cuboid expressed as follows: height $\backslash$times width $\backslash$times length

$$ isCube method that takes a Cuboid as input and returns true if the cuboid is a cube; i$.$e$.$: height $=$ width $=$ length.

Note: Don$$t forget to add $$ #include $$ to use $$bool$.$

Write a C program $($main function$)$ to test your struct and functions