import java.util.Scanner;java
public class Main {函数
public static void main(String[] args) {this
Scanner in = new Scanner(System.in);ip
Fraction a = new Fraction(in.nextInt(), in.nextInt());io
Fraction b = new Fraction(in.nextInt(),in.nextInt());class
a.print();import
b.print();构造函数
a.plus(b).print();im
a.multiply(b).plus(new Fraction(5,6)).print();next
a.print();
b.print();
in.close();
} } class Fraction { int fenmu = 1; int fenzi= 0; //构造函数 Fraction(int a,int b) { this.fenmu=b; this.fenzi=a; } double toDoutble() { return (double)(fenzi/fenmu); } /*最大公约数*/ int maxGYS(int a,int b ) { int t; while(true) { t = b%a; if(t == 0) {//System.out.println("最大公约数:"+a); break; } else { b = a; a = t; } } return a; } //两分数相加 Fraction plus(Fraction r) { Fraction temp = new Fraction(fenzi,fenmu); int a=fenmu; int b = r.fenmu; int t = maxGYS(a,b); //算出最大公约数 int minGBS = r.fenmu*fenmu/t; //算出最小公倍数 temp.fenzi = ((minGBS/temp.fenmu)*fenzi)+((minGBS/r.fenmu)*r.fenzi); //最小公倍数乘以各自的分子而后相加 temp.fenmu = minGBS; //判断是否能够约分 t = maxGYS(temp.fenzi,temp.fenmu); if(t != 1 ) { temp.fenzi/=t; temp.fenmu/=t; } return temp; } Fraction multiply(Fraction r) { Fraction temp = new Fraction(fenzi, fenmu); temp.fenmu*=fenmu; temp.fenzi*=fenzi; int t = maxGYS(temp.fenmu,temp.fenzi); //判断是否能够约分 if(t != 1 ) { temp.fenzi/=t; temp.fenmu/=t; } return temp; } void print() { if( (fenzi/fenmu) == 1 ) { System.out.println("1"); } else { int t = maxGYS(fenmu,fenzi); if(t != 1 ) { fenzi/=t; fenmu/=t; } System.out.println(fenzi+"/"+fenmu); } } }