package Maths; public class ADTFraction { public static void main(String[] args) { // TODO code application logic here ADTFraction f1 = new ADTFraction(3, 5); f1.display(); ADTFraction f2 = new ADTFraction(7, 8); f2.display(); ADTFraction f3 = f1.plus(f2); f3.display(); ADTFraction f4 = f1.times(f2); f4.display(); ADTFraction f5 = f1.times(4); f5.display(); } private int n; //numerator private int d; //denomenator public ADTFraction() { this.n = 0; this.d = 1; } public ADTFraction(int a, int b) {//parameter constructor if (b != 0) { this.n = a; this.d = b; } else { this.n = 0; this.d = 1; System.out.println("denomerator cannot be 0,default values assinged"); } } public void set(int a, int b) {//set numerator and denomenator if (b != 0) { this.n = a; this.d = b; } else { this.n = 0; this.d = 1; System.out.println("denomerator cannot be 0,default values assinged"); } } //add two fractions public ADTFraction plus(ADTFraction x) { int num, den; num = this.d * x.n + this.n * x.d; den = this.d * x.d; ADTFraction f = new ADTFraction(num, den); return f; } public ADTFraction times(int a) {//multiply fraction by a number int num, den; num = this.n * a; den = this.d; ADTFraction f1 = new ADTFraction(num, den); return f1; } public ADTFraction times(ADTFraction x) {//multiply two fractions int num, dem; num = this.n * x.n; dem = this.d * x.d; ADTFraction f3 = new ADTFraction(num, dem); return f3; } //reciprocal of a fraction public ADTFraction reciprocal() { ADTFraction f1 = new ADTFraction(this.d, this.n); return f1; } //numerical value of a fraction public float value() { return (float) this.n / this.d; } //display the fraction in the format n/d public void display() { System.out.println(this.n + "/" + this.d); } }