By implementing the concepts of Classes and Objects, write a C++ program that determines the distance between 2 points in a coordinate system. The coordinates of the 2 points: P1 (x1, y1) and P2(x2, y2) are to be entered from the keyboard. The distance, d, between the 2 points is computed as : d= V(2 – y1)² + (x2 – x1)² Accomplish the following for the given class diagram: Point 1.) Create the class implementation using C++ x: int 2.) Using the constructor, create 2 objects, P1 and P2, from y: int class Point and store them in the heap memory. + Point( x : int, y : int ) + setXY(): void + getX( ) : int + getY( ) : int 3.) Implement the functions of the 2 objects. NOTE: The member function setXY is used to enter the values of x and y from the keyboard. Sample input/output display: Enter the coordinates of the 1* point (x1 y1): 1 1 Enter the coordinates of the 2nd point (x2 y2): 5 4 The distance, d, between P(1,1) and P(5,4) = 5

By implementing the concepts of Classes and Objects, write a C++ program that determines the distance between 2 points in a coordinate system. The coordinates of the 2 points: P1 (x1, y1) and P2(x2, y2) are to be entered from the keyboard. The distance, d, between the 2 points is computed as : d= V(2 – y1)² + (x2 – x1)² Accomplish the following for the given class diagram: Point 1.) Create the class implementation using C++ x: int 2.) Using the constructor, create 2 objects, P1 and P2, from y: int class Point and store them in the heap memory. + Point( x : int, y : int ) + setXY(): void + getX( ) : int + getY( ) : int 3.) Implement the functions of the 2 objects. NOTE: The member function setXY is used to enter the values of x and y from the keyboard. Sample input/output display: Enter the coordinates of the 1* point (x1 y1): 1 1 Enter the coordinates of the 2nd point (x2 y2): 5 4 The distance, d, between P(1,1) and P(5,4) = 5

C++ Programming: From Problem Analysis to Program Design

8th Edition

ISBN:9781337102087

Author:D. S. Malik

Publisher:D. S. Malik

Chapter9: Records (struct)

Section: Chapter Questions

Problem 2PE

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