Math Problem Given the following table: Shape Volume Remarks Picture A is length of an edge Cube ris the radius; =3.1416 Sphere ris the radius of the base circle, Cone =3.1416; h is the height ris the radius of the base circle; =3.1416; his the height Cylinder Write a program that calculates the volume of any one of the three-dimensional shapes mentioned above. The program should include four methods/functions, one method/function for each shape. It should take as input the kind of the shape, then the parameter(s) necessary to calculate the volume (A, r, h). The output should be similar to the following: This progran calculates the volume of a geonetrical shape. Enter 1 to calculate the volune of a cube. Enter 2 to calculate the volume of a sphere. Enter 3 to calculate the volume of a cone. Enter 4 to calculate the volune of a cylinder. Enter 0 to quit. 2 Enter the radius of the sphere: 4 The Volume of the s phere is: 268.082573106329

Math Problem Given the following table: Shape Volume Remarks Picture A is length of an edge Cube ris the radius; =3.1416 Sphere ris the radius of the base circle, Cone =3.1416; h is the height ris the radius of the base circle; =3.1416; his the height Cylinder Write a program that calculates the volume of any one of the three-dimensional shapes mentioned above. The program should include four methods/functions, one method/function for each shape. It should take as input the kind of the shape, then the parameter(s) necessary to calculate the volume (A, r, h). The output should be similar to the following: This progran calculates the volume of a geonetrical shape. Enter 1 to calculate the volune of a cube. Enter 2 to calculate the volume of a sphere. Enter 3 to calculate the volume of a cone. Enter 4 to calculate the volune of a cylinder. Enter 0 to quit. 2 Enter the radius of the sphere: 4 The Volume of the s phere is: 268.082573106329

C++ Programming: From Problem Analysis to Program Design

8th Edition

ISBN:9781337102087

Author:D. S. Malik

Publisher:D. S. Malik

Chapter5: Control Structures Ii (repetition)

Section: Chapter Questions

Problem 27PE

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