Create a class called MyPoint, which models a 2D point with x and y cordinates. It contains:
- Two instance variables x(int) and y(int)
- A "no-arguments" contructor that contruct a point at (0,0).
- A constructor that constructs a point with given x and y cordinates.
- Getter and setter for the instance variables x and y.
- setX(int x): set the value of x coordinate by passing the value.
- setY(int y): set the value of y coordinate by passing the value.
- getX(): return the value of x coordinate.
- getY(): return the value of y coordinate.
- A method setXY() to set both x and y.
- A toString() method that returns a string description of the instance in the format "(x,y)"
- A method called distance(int x, int y) that returns the distance as a double value from this point to another point at the given (x,y) cordinate.
- An overloaded distance(MyPoint p) that returns the distance as a double value from this point to the given Mypoint instance p.
Distance of two points as calculates as given below.
distance of two points= sqrt((x1-x2)2 + (y1-y2)2)
Answer
class MyPoint { int x; int y; public MyPoint() { this.x=0; this.y=0; } public MyPoint(int x,int y) { this.x=x; this.y=y; } public void setX(int x) { this.x=x; } public void setY(int x) { this.y=y; } public int getX() { return this.x; } public int getY() { return this.y; } public void setXY(int x,int y) { this.x=x; this.y=y; } public String toString() { return "(" + this.x + "," + this.y + ")"; } public double distance(int x,int y) { double d1; d1=((this.x - x)*(this.x - x)) + ((this.y -y)* (this.y -y)); return Math.sqrt(d1); } public double distance(MyPoint p) { MyPoint p1=new MyPoint(); p1=p; double d1; d1=(this.x - p1.getX())*(this.x - p1.getX())+ (this.y - p1.getY())*(this.y - p1.getY()); return Math.sqrt(d1); } }
Create a class called MyCircle, which models a circle with a center(x,y) and a radius.The MyCircle class uses an instance of MyPoint class (created in the previous exercise) as its center.
The class should contain:
- Two private instance variables center(an instance of MyPoint) and radius(int).
- A constructor that construct a circle with the given center's(x,y) coordinate and radius.
- An overloaded constructor that constructs a MyCircle by giving a MyPoint instance as center, and radius.
- Various getters and setter.
- setCenter(MyPoint p): set the center coordinates by passing the MyPoint instance as center.
- getCenter(): return the coordinate of the center point as MyPoint
- setRadius(int r): set the value of radius by passing the value
- getRadius(): return the value of the radius
Answer
class MyCircle { private MyPoint center; private int radious; public MyCircle(int x,int y,int r) { center=new MyPoint(); center.setXY(x,y); this.radious=r; } public MyCircle(MyPoint p,int r) { center=new MyPoint(); center.setXY(p.getX(),p.getY()); this.radious=r; } public void setCenter(MyPoint p) { center.setXY(p.getX(),p.getY()); } public MyPoint getCenter() { return center; } public void setRadious(int r) { this.radious=r; } public int getRadious() { return radious; } public String toString() { return " Circle @ (" + center.getX() + "," + center.getY() + ") radious = " + radious; } public double getArea() { return (22/7)*radious*radious; } }
Create a public class called TestMyCirlce and do the following:
- Create point p1 using no argument constructor.
- Set the X,Y coordinates
- Create point p2 using two arguments constructor.
- Display the distance between p1 and p2 points.
- Display the distance between p1 and given point by passing x,y coordinates of that point.
- Create a circle c1 using two arguments constructor. Pass the point p1 as the center.
- Display the area of the circle.
- Create a circle c2 using three arguments constructor.
- Display the area of the cirlce c2.
Answer
public class TestMyCircle { public static void main(String arg[]) { MyPoint p1=new MyPoint(); p1.setXY(50,50); MyPoint p2=new MyPoint(100,100); System.out.println("Distance between p1 and p2 : " + p1.distance(p2)); System.out.println("Distance between p1 and given point 200,200 : " + p1.distance(200,200)); MyCircle c1=new MyCircle(p1,50); System.out.println("Area of the circle - two argument : " + c1.getArea()); MyCircle c2=new MyCircle(250,250,150); System.out.println("Area of the circle -three arguement : " + c2.getArea()); } }
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