Exercise 2- Implementing Geometry Formulas with functions (10 points) (1).pdf

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Exercise 2: Implementing Geometry Formulas with functions (10 points) Implement the following functions that return the volume and surface areas of 3D shapes: double cone_volume(double r , double h ) ; // r = radius, h = height double cone_surface(double r , double h ) ; // r = radius, h = height double cube_volume(double a); // a = edge double cube_surface(double a) ; // a = edge double sphere_volume(double r ) ; // r = radius double sphere_surface(double r ) ; // r = radius double cylinder_volume(double r , double h ) ; // r = radius, h = height double cylinder_surface(double r , double h ) ; // r = radius, h = height Write a program that prompts the user to enter whether they have a cone, cube, sphere, or cylinder. - If the user enters "cone", the program then prompts the user to enter two values: radius and height. The program then calls the respective functions to print the volume and surface area of the cone. - If the user enters "cube", the program then prompts the user to enter one value: edge length. The program then calls the respective functions to print the volume and surface area of the cube. - If the user enters "sphere", the program then prompts the user to enter one value: radius. The program then calls the respective functions to print the volume and surface area of the sphere. - If the user enters "cylinder", the program then prompts the user to enter two values: radius and height. The program then calls the respective functions to print the volume and surface area of a cylinder. - If the user enters anything other than cone, cube, sphere, or cylinder, print "Invalid shape.".

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Modify your solution for PLP04 to allow the user to choose the shape to compute and report. The change should make the \"look and feel\" of the program cleaner and the user experience less cumbersome. There are several selection structure implementations (if-else, switch) that can be used in the solution. The user should be provided with a \"menu of choices\" that will allow them to identify the shape they wish to work with. A typical session might look like this: Choose the shape 1. Square 2. Rectangle 3. Circle 4. Triangle 5. Quit Enter your choice: 1 Enter the side (as a decimal): 10.5 The area is 110.25 The perimeter is: 42.0 Thank you Procedure: Locate your PLP04.java source file in your files and edit with Eclipse. Add the comment // modified by: ... and supply your name and the current date. Save the program with the file name xxPLP05.java where xx are your initials. Be sure to change the class name to this as well (to avoid the run-time error \"class not found\" message). Modify the program as indicated in the Problem Statement above. Compile the program and correct any syntax errors detected by the compiler. When the syntax errors have been corrected, test the program in Eclipe. Before testing, on paper, create test data and perform the computations manually. These will serve as your control for testing. Compare the results produced by your program with your hand derived results. Using the commenting facility, put your test data at the end of the program file. Notes: Modify your copy of PLP04.java for this assignment. The original should be stored on your flashdrive. Use the same \"prompt and respond\" dialog from your version of PLP04.java to collect the data and report the results for each of the other three shapes. A refresher: Should the user choose the rectangle (2): Enter the first side (as a decimal): 10.5 Enter the second side (as a decimal): 15.5 The area is 162.75 The perimeter is: 52.0 Should the user choose the circle (3) Enter the radius (decimal): 30.2 The area is:2,865.2557 The circumference is: 189.752 Should the user choose the triangle: Enter the height of the triangle (decimal): 3.0 Enter the base of the triangle (decimal): 4.0 The area is: 6.0 The perimeter is 12.0 When deciding on the data type to use for your sides (rectangle), radius (circle), base and height (triangle) consider how you will use them and the numeric types that will be used in the computations. Declare PI as a named constant and assign it the value of 3.14159 at the time of declaration. Notice that the example above strongly suggests that your program will require a series of interactions with the user in order to gather data for each set of shape calculations. Assume you will be working with a right triangle (a triangle of 90 degrees). Some calculations you may find useful: for the perimeter of a rectangle: perimeter = 2 * (side1 + side2) for the circumference of a circle: circumference = 2 * PI * radius for the perimeter of a triangle: perimet.

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