UVa 10106 - Product
2015-01-06 19:46
399 查看
The Problem
The problem is to multiply two integers X, Y. (0<=X,Y<10250)The Input
The input will consist of a set of pairs of lines. Each line in pair contains one multiplyer.The Output
For each input pair of lines the output line should consist one integer the product.Sample Input
12 12 2 222222222222222222222222
Sample Output
144 444444444444444444444444
题意:
大数乘法。
分析:
模拟大数乘法,用一个数的每一位上的数去乘另一个数,然后累加求得最终结果。
代码:
#include <cstdio> #include <cstring> #include <iostream> #include <string> #define for1( i , a , b ) for( int i = a ; i <= b ; i++ ) #define for2( i , a , b ) for( int i = a ; i >= b ; i-- ) using namespace std ; int main() { char Ca[ 260 ] , Cb[ 260 ] ; int Ia[ 260 ] , Ib[ 260 ] , It[ 260 ] , Is[ 550 ] ; while( ~scanf( "%s%s" , Ca , Cb ) ) { if( Ca[ 0 ] == '0' || Cb[ 0 ] == '0' ) { cout << "0\n" ; continue ; } for1( i , 0 , 260 - 1 ) Ia[ i ] = Ib[ i ] = 0 ; memset( Is , 0 , sizeof( Is ) ) ; int lena = strlen( Ca ) , lenb = strlen( Cb ) ; int k = 0 ; for2( i , lena - 1 , 0 ) Ia[ k++ ] = Ca[ i ] - '0' ; //转换到 int 数组 k = 0 ; for2( i , lenb - 1 , 0 ) Ib[ k++ ] = Cb[ i ] - '0' ; int ws = 0 ; //ws 记录加到最终结果时从哪一位开始加 for1( i , 0 , lena - 1 ) { //Ia 的每一位乘以 Ib int jin = 0 , j ; memset( It , 0 , sizeof( It ) ) ; //It 保存当前乘积值 for( j = 0 ; j <= lenb - 1 || jin ; j++ ) { It[ j ] = Ia[ i ] * Ib[ j ] + jin ; jin = It[ j ] / 10 ; It[ j ] %= 10 ; } jin = 0 ; for( k = 0 ; k <= j - 1 || jin ; k++ ) { //将当前乘积值加到最终结果 Is[ ws + k ] += It[ k ] + jin ; jin = Is[ ws + k ] / 10 ; Is[ ws + k ] %= 10 ; } ws++ ; } for2( i , ws + k - 2 , 0 ) //输出结果 cout << Is[ i ] ; cout << endl ; } return 0 ; }
相关文章推荐
- uva 10106 Product (大数相乘)
- uva 10106 Product(大数乘法)
- UVa 10106 - Product
- Uva 10106 Product (高精度相乘)
- UVa 10106 - Product
- UVa 10106 Product (高精度)
- UVa:10106 - Product
- uva 10106 Product 大数相乘
- uva 10106 - Product
- UVa 10106 Product
- UVa 10106 - Product
- UVA 10106 Product
- UVa 10106 - Product
- UVa 10106 - Product 高精度乘法-
- UVA 10106 Product
- UVa 10106 Product
- UVa 10106 - Product
- UVA - 10106 Product
- UVA 10106 Product (大数相乘)
- UVa 10106 Product