首页 技术 正文
技术 2022年11月20日
0 收藏 769 点赞 2,670 浏览 55499 个字

前言

  上一篇《C算法编程题(四)上三角

  插几句话,说说最近自己的状态,人家都说程序员经常失眠什么的,但是这几个月来,我从没有失眠过,当然是过了分手那段时期。每天的工作很忙,一个任务接一个任务,脑子不停的在运作,晚上也搞到很晚,然后就回到住的地方,看会书倒头就睡了,而且睡的很死,也许是太累了,身体累,精神也累。还好早上上班时间不是很早,离公司也比较近,可以多睡会,但是也还是睡不够的感觉。

  有时候发现做程序员真的很累,但是既然选择了这条路,自己平民屌丝一个,家里既没背景又没钱,只能坚持走这一条路,庆幸自己热爱这个行业,再苦再累也要走下去,自己头顶上空终究会有属于自己的一片天空。

  牢骚发完了,该说正题了,记得上几篇大部分都是说的图形打印的,今天也再说一个,只不过这个和前几个不太一样,图形是题目规定好的,但是要按照题目的要求去转换图形,我们先看下程序要求。

程序描述

  给定7×7二维数组矩阵,元素由“0”或“1”组成,并且根据元素值屏幕显示“E”字形图案,其中“0”显示空格,“1”显示“@”。
  如矩阵
  0 1 1 1 1 1 0
  0 1 0 0 0 0 0
  0 1 0 0 0 0 0
  0 1 1 1 1 1 0
  0 1 0 0 0 0 0
  0 1 0 0 0 0 0
  0 1 1 1 1 1 0
  屏幕输出的图案为:    
      
   @@@@@
   @
   @
   @@@@@
   @
   @
   @@@@@

  
  要求:(1) 根据矩阵内容,在屏幕上输出相应图案;
      (2)屏幕输出一个简易菜单,并通过菜单操作,实现图案的任意旋转。
  在屏幕上输出的简易菜单为:
  *************************
  1. 图案顺时针旋转90度
  2. 图案逆时针旋转90度
  3. 退出
  ***************************
  请输入菜单项编号:
  试编写程序实现上述功能。

程序实现

  其实这个编程题看起来很复杂,如果我们思路理清楚了也还是很简单的,我们一步一步的来分析下。

  题目中已经给我们规定好了图形,那我们就建一个二维数组来存储已知图形:

     int a[N][N]={{,,,,,,},{,,,,,,},{,,,,,,},{,,,,,,},{,,,,,,},{,,,,,,},{,,,,,,}};

  ”0”显示空格,“1”显示“@”,这个我们输出的时候进行转换,这里0、1只做标记。

  下面我们看题目要求,实际的操作就是三个:图案顺时针旋转90度;图案逆时针旋转90度;打印字符。

  打印字符很简单,就是把二维数组打印出来,这个题难就难在图形旋转上,我们先看一个顺时针旋转90度的,还是跟以前一样,我们先从旋转前和旋转后的图形中找下规律。

   @@@@@    旋转后    @@@@@@@
   @                @  @  @
   @                @  @  @
   @@@@@              @  @  @
   @                @  @  @
   @
   @@@@@

  大家看这两个图形很怪异,不像是一个图形旋转过来的,但是确实是一个图形,看图形看不出,我们就看下数组:

  0 1 1 1 1 1 0     旋转后    0 0 0 0 0 0 0
  0 1 0 0 0 0 0          1 1 1 1 1 1 1
  0 1 0 0 0 0 0          1 0 0 1 0 0 1
  0 1 1 1 1 1 0           1 0 0 1 0 0 1
  0 1 0 0 0 0 0           1 0 0 1 0 0 1
  0 1 0 0 0 0 0           1 0 0 1 0 0 1
  0 1 1 1 1 1 0           0 0 0 0 0 0 0

  这个就容易看出来了,如果第一个数组是a1.第二个数组是a2,那a1[0][1],转换后为a2[1][6],我们再看一个:a1[3][1],转换后为a2[1][3],写到着大家不知道有没有发现规律。

  顺时针旋转90度后a1的纵坐标会作为a2的横坐标,那a1的横坐标到a2的纵坐标怎样转换的,0-6;3-3,数组长度为7,大家应该晓得了,转换规律就是N-1-i,N和i分别代表的是数组长度和a1的横坐标,规律找到了,代码就好写了。

  顺时针旋转90度示例代码:

 //    该函数实现数组的顺时针90度旋转变换
void turnRight(int array[][N])
{
int a[N][N];
int i,j;
for(i=;i<N;i++)
for(j=;j<N;j++)
a[j][N--i]=array[i][j];
for(i=;i<N;i++)
for(j=;j<N;j++)
array[i][j]=a[i][j];
}

  array数组参数是旋转前的数组,逆时针旋转90度和顺时针旋转90度是差不多的,只不过是反过来,规律是这样:a1的横坐标会作为a2的纵坐标,a2横坐标N-1-i,N和i分别代表的是数组长度和a1的纵坐标。

  逆时针旋转90度示例代码:

 //    该函数实现数组的逆时针90度旋转变换
void turnLeft(int array[][N])
{
int i,j,a[N][N];
for(i=;i<N;i++)
for(j=;j<N;j++)
a[N--j][i]=array[i][j];
for(i=;i<N;i++)
for(j=;j<N;j++)
array[i][j]=a[i][j]; }

  这个编程题思路就是这样,其实我做这些图形题的时候,就是不停画图形,找规律,一般都是有规律可循的,找到后你就会发现其实很简单,这种编程题是离不开数学的,如果你逻辑思维能力不行,做起来是很费劲的。就像我们当时上上数学课学几何图形的时候,老师会让我们在脑海里去想象那个图形,但是就是有的同学想象不出来,这类同学就适合做文学家,不适合搞数学。

  

  完整代码:

 #include "stdio.h"
#define N 7
void print(int array[][N])
{
for(int i=;i<N;i++)
{
for(int j=;j<N;j++)
{
if(array[i][j]==)
printf("%c",'@');
else
printf("%c",' ');
}
printf("\n");
}
printf("\n");
}
// 该函数实现数组的顺时针90度旋转变换
void turnRight(int array[][N])
{
int a[N][N];
int i,j;
for(i=;i<N;i++)
for(j=;j<N;j++)
a[j][N--i]=array[i][j];
for(i=;i<N;i++)
for(j=;j<N;j++)
array[i][j]=a[i][j];
}
// 该函数实现数组的逆时针90度旋转变换
void turnLeft(int array[][N])
{
int i,j,a[N][N];
for(i=;i<N;i++)
for(j=;j<N;j++)
a[N--j][i]=array[i][j];
for(i=;i<N;i++)
for(j=;j<N;j++)
array[i][j]=a[i][j]; } void main()
{
int num;
int a[N][N]={{,,,,,,},{,,,,,,},{,,,,,,},{,,,,,,},{,,,,,,},{,,,,,,},{,,,,,,}};
print(a);
do{
printf("****************************************\n");
printf("1.顺时针旋转90度\n");
printf("2.逆时针旋转90度\n");
printf("3.退出\n");
printf("****************************************\n");
printf("请输入操作编号:");
scanf("%d",&num);
if(num==)
{
turnRight(a);
print(a);
}
else
if(num==)
{
turnLeft(a);
print(a);
}
else
return ; }while(num!=); }

  运行结果:

aaarticlea/png;base64,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” alt=”” />

相关推荐
python开发_常用的python模块及安装方法
adodb:我们领导推荐的数据库连接组件bsddb3:BerkeleyDB的连接组件Cheetah-1.0:我比较喜欢这个版本的cheeta…
日期:2022-11-24 点赞:878 阅读:8,967
Educational Codeforces Round 11 C. Hard Process 二分
C. Hard Process题目连接:http://www.codeforces.com/contest/660/problem/CDes…
日期:2022-11-24 点赞:807 阅读:5,487
下载Ubuntn 17.04 内核源代码
zengkefu@server1:/usr/src$ uname -aLinux server1 4.10.0-19-generic #21…
日期:2022-11-24 点赞:569 阅读:6,332
可用Active Desktop Calendar V7.86 注册码序列号
可用Active Desktop Calendar V7.86 注册码序列号Name: www.greendown.cn Code: &nb…
日期:2022-11-24 点赞:733 阅读:6,115
Android调用系统相机、自定义相机、处理大图片
Android调用系统相机和自定义相机实例本博文主要是介绍了android上使用相机进行拍照并显示的两种方式,并且由于涉及到要把拍到的照片显…
日期:2022-11-24 点赞:512 阅读:7,748
Struts的使用
一、Struts2的获取  Struts的官方网站为:http://struts.apache.org/  下载完Struts2的jar包,…
日期:2022-11-24 点赞:671 阅读:4,783