Hello, i need hlep with this question and the answer has to be in Java! Thanks

In this assignment you are to implement and test each of the following methods

//returns the volume of a cube whose side length is sideLength

public static double boxVolume(double sideLength)

//returns the surface area of a cube whose side length is sideLength

public static double boxSurfaceArea(double sideLength)

//returns the volume of a sphere whose radius is radius

public static double ballVolume(radius)

//returns the surface area of a sphere whose radius is radius

public static double ballSurfaceArea(double radius)

//returns the volume of the largest sphere that will fit inside a box whose side length is //sideLength

public static double ballInBox(double sideLength)

//returns the volume of the largest cube that will fit inside a sphere whose radius is radius

public static double boxInBAll(double radius)

You must use the following main method in your program:

public static void main (String[] args) {

// Initialize local variable for each parameter argument

//sideLength for cube, and sphere//

double sideLength = 2.0;

// radius for ball

double radius = 6.0;

// Define, invoke boxVolume method

System.out.println("The volume of a box with a side length of "

+ sideLength + " is " + boxVolume(sideLength));

// Define , invoke boxSurfaceArea method

System.out.println("The surface area of a box with a side length of "

+ sideLength + " is " + boxSurfaceArea(sideLength));

// Define, invoke ballVolume method

System.out.println("The volume of a ball with a radius of "

+ radius + " is " + ballVolume(radius));

// Define, invoke ballSurfaceArea method

System.out.println("The surface area of a ball with a radius of "

+ radius + " is " + ballSurfaceArea(radius));

// Define, invoke ballInBox method

System.out.println("The volume of the largest ball that" +

" can be placed inside a box with a side length of "

+ sideLength + " is " + ballInBox(sideLength));

// Define, invoke boxInBall method

System.out.println("The volume of the largest box that"

+ " can be placed inside a ball with a radius of "

+ radius + " is " + boxInBall(radius));

}