很久没写代码了偶然看到这么个题做了做。
题目要求是利用结构体数组创建一元多项式,并实现多项式的加减。
代码:
#include#include typedef struct { float p; int e; }ElemType; static int CreatePolyn(ElemType p[],int m) {// 创建一个多项式 for(int i=0;i float p1; int e1; scanf("%f %d",&p1,&e1); p[i].p=p1; p[i].e=e1; } //sort for(int i=0;i for(int j=0;j if(p[i].e ElemType temp=p[i]; p[i]=p[i+1]; p[i+1]=temp; } } } return 0; } static int AddPolyn(ElemType pa[],int a,ElemType pb[],int b,ElemType pResult[]) { for(int i=0;i pResult[i]=pa[i]; } for(int i=a;i pResult[i]=pb[i-a]; } //合并同类项 for(int i=0;i for(int j=i+1;j if(pResult[i].e==pResult[j].e) { pResult[j].p+=pResult[i].p; pResult[i].p=0; break; } } } // 再排序 for (int i=0;i for (int j=0;j if(pResult[j].e
ElemType temp=pResult[j]; pResult[j]=pResult[j+1]; pResult[j+1]=temp; } } } return 0; } static int SubtractPolyn(ElemType pa[],int a,ElemType pb[],int b,ElemType pResult[]) {//减法,把其中一个的p全部*-1然后相加 ElemType pbSub[b]; for(int i=0;i pbSub[i].p=pb[i].p*-1; pbSub[i].e=pb[i].e; } AddPolyn(pa,a,pbSub,b,pResult); return 0; } static int PrintPolyn(ElemType p[],int s) {//格式化输出 for(int i=0;i if(p[i].p!=0) { if(p[i].e!=0) { if(p[i].p>0) { printf("+"); } printf("%5.2fx^%d",p[i].p,p[i].e); }else { if(p[i].p>0) { printf("+"); } printf("%.2f",p[i].p); } } } printf("n");//换行 return 0; } static int DestroyPolyn(ElemType p[]) {//释放 int s=sizeof(p)/sizeof(p[0]); for(int i=0;ifree(&p[i]); } return 0; }
调用:
#include#include #include #include "polyn.c" int main() { ElemType a1; a1.e=1; a1.p=1.2; ElemType a2; a2.e=3; a2.p=45.4; ElemType a3; a3.e=8; a3.p=44.8; ElemType pa[]={a1,a2,a3}; ElemType pb[2]; int a=CreatePolyn(pb,2); if (a==0) { printf("create okn"); } ElemType ap[2+3]={0}; AddPolyn(pa,3,pb,2,ap); ElemType sp[2+3]={0}; SubtractPolyn(pa,3,pb,2,sp); PrintPolyn(pa,3); PrintPolyn(pb,2); PrintPolyn(ap,5); PrintPolyn(sp,5); DestroyPolyn(pa); DestroyPolyn(pb); DestroyPolyn(ap); DestroyPolyn(sp); }
输入:
-12.23 3
234.654 0
输出结果为:
-12.23 3 234.654 0 create ok + 1.20x^1+45.40x^3+44.80x^8 -12.23x^3+234.65 +44.80x^8+33.17x^3+ 1.20x^1+234.65 +44.80x^8+57.63x^3+ 1.20x^1-234.65 Process returned 0 (0x0) execution time : 10.488 s Press any key to continue.



