Step 1 Define a class called Point and satisfy the following requirements: 1. Private integer fields x and y, and a unique ID. 2. Constructors with non-parameter, 2-integer parameters. 3. Accessors for x, y and ID, Mutators for x. y. 4. Rewrite the toString method to print the basic information of a defined point object on console. 5. Method called Distance(Point p) to calculate distance to another point and return the distance as a double value. 6. Method called ToCircle(Point p, double radius) to evaluate whether the defined point object is dropped on the circle, inside the circle or outside the circle, where the parameter p is the center of the circle.

Microsoft Visual C#
7th Edition
ISBN:9781337102100
Author:Joyce, Farrell.
Publisher:Joyce, Farrell.
Chapter10: Introduction To Inheritance
Section: Chapter Questions
Problem 20RQ
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In java
Step 1 Define a class called Point and satisfy the following requirements:
1. Private integer fields x and y, and a unique ID.
2. Constructors with non-parameter, 2-integer parameters.
3. Accessors for x, y and ID, Mutators for x. y.
4. Rewrite the toString method to print the basic information of a defined point object on console.
5. Method called Distance(Point p) to calculate distance to another point and return the distance
as a double value.
6. Method called ToCircle(Point p, double radius) to evaluate whether the defined point object
is dropped on the circle, inside the circle or outside the circle, where the parameter p is the
center of the circle.
Transcribed Image Text:In java Step 1 Define a class called Point and satisfy the following requirements: 1. Private integer fields x and y, and a unique ID. 2. Constructors with non-parameter, 2-integer parameters. 3. Accessors for x, y and ID, Mutators for x. y. 4. Rewrite the toString method to print the basic information of a defined point object on console. 5. Method called Distance(Point p) to calculate distance to another point and return the distance as a double value. 6. Method called ToCircle(Point p, double radius) to evaluate whether the defined point object is dropped on the circle, inside the circle or outside the circle, where the parameter p is the center of the circle.
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