/*
* 解题思路:
* 此题就是推导a1的公式
* 由题目已知 2a[ i ] = a[ i-1 ] + a[ i+1 ] - 2c[ i ];
* 从i=1->n无限累加可得 a[ i ] + a[ n ] = a[ 0 ] + a[ n+1 ] - 2( c[ 1 ] + c[ 2 ] + .... + c[ n ] );
* 再通过当n = 1 时 : a[ 1 ] = a[ 2 ] - a[ 1 ] + a[ 0 ] - 2c[ 1 ];
* 当n = 2 时: a[ 1 ] = a[ 3 ] - a[ 2 ] + a[ 0 ] - 2( c[ 1 ] + c[ 2 ] )
* ..........
* a[ 1 ] = a[ n+1 ] + a[ 0 ] * n - 2( nc[ 1 ] + (n-1)c[ 2 ] + (n-3)c[ 3 ] + ..... + c[ n ] ) ;
* 得出公式即可!!
*/
#include <stdio.h> int main( ) { int t,n,i; double x,y,z,sum,tmp; scanf("%d",&t); while( t-- ) { scanf("%d%lf%lf",&n,&x,&y); sum = tmp = 0; for( i=1;i<=n;i++ ) { scanf("%lf",&z); sum = sum + tmp + z; tmp+=z; } printf("%.2lf\n",(y+n*x-2*sum)/(n+1) ); if( t ) puts(""); } return 0; }
原文:http://blog.csdn.net/u011886588/article/details/19246531