文件名称:quweicaidan
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趣味菜单
1、设计菜单
给出3个菜单项的内容和输入提示:
1.解一元二次方程 2. 出圈游戏
3. 退出程序
2、解一元二次方程要求:编制一个求方程ax2+bx+c=0的根的程序。一般将系数设成floa t型,可以把变量设成double型,使用库函数sqrt()在头文件math.h中定义 。
3、出圈游戏的要求:使用约瑟夫环游戏。这里假设有人数为n个人的一个小组,他们按顺时针方向围坐一圈。一开始任选一个正整数作为报数上限值m,从第一个人开始按顺时针方向自1开始顺序报数,报到m时停止报数。报数m的人出列,然后从他原来所在的、顺时针方向的下一个人开始重新从1报数,报到m时停止报数并出列。如此下去,直到所有人全部出列为止。要求按他们出列的顺序输出他们的名字。
-Funny menu
1, design the menu
Given 3 menu item content and input prompt:
1 solution of one dollar two times equation 2 out of ring games
3 exit program
In 2, one yuan two equations requirements : the preparation of a equation ax2+bx+c = 0 for the root of the procedure. The coefficient is set to floa T, can have variable set into type double, use the library function sqrt ( ) in the header file defined in math.h.
In 3, the circle game requirements : the use of the Joseph ring game. This hypothesis has number for n individuals in a group, they are in a clockwise direction around a circle. The beginning of a positive integer as the number of upper limit of M, from the first individual to start a clockwise from 1 to start the sequence number off, the report m stop. Reported m out from him, then the original, a clockwise direction on the next person to start off again from the 1 number off, the report m stop and the column. And so on, until all of the column until all. According to t
1、设计菜单
给出3个菜单项的内容和输入提示:
1.解一元二次方程 2. 出圈游戏
3. 退出程序
2、解一元二次方程要求:编制一个求方程ax2+bx+c=0的根的程序。一般将系数设成floa t型,可以把变量设成double型,使用库函数sqrt()在头文件math.h中定义 。
3、出圈游戏的要求:使用约瑟夫环游戏。这里假设有人数为n个人的一个小组,他们按顺时针方向围坐一圈。一开始任选一个正整数作为报数上限值m,从第一个人开始按顺时针方向自1开始顺序报数,报到m时停止报数。报数m的人出列,然后从他原来所在的、顺时针方向的下一个人开始重新从1报数,报到m时停止报数并出列。如此下去,直到所有人全部出列为止。要求按他们出列的顺序输出他们的名字。
-Funny menu
1, design the menu
Given 3 menu item content and input prompt:
1 solution of one dollar two times equation 2 out of ring games
3 exit program
In 2, one yuan two equations requirements : the preparation of a equation ax2+bx+c = 0 for the root of the procedure. The coefficient is set to floa T, can have variable set into type double, use the library function sqrt ( ) in the header file defined in math.h.
In 3, the circle game requirements : the use of the Joseph ring game. This hypothesis has number for n individuals in a group, they are in a clockwise direction around a circle. The beginning of a positive integer as the number of upper limit of M, from the first individual to start a clockwise from 1 to start the sequence number off, the report m stop. Reported m out from him, then the original, a clockwise direction on the next person to start off again from the 1 number off, the report m stop and the column. And so on, until all of the column until all. According to t
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下载文件列表
c/
c/1.cpp
c/c.dsp
c/c.dsw
c/c.ncb
c/c.opt
c/c.plg
c/Debug/
c/Debug/1.obj
c/Debug/c.exe
c/Debug/c.ilk
c/Debug/c.pch
c/Debug/c.pdb
c/Debug/vc60.idb
c/Debug/vc60.pdb
c/1.cpp
c/c.dsp
c/c.dsw
c/c.ncb
c/c.opt
c/c.plg
c/Debug/
c/Debug/1.obj
c/Debug/c.exe
c/Debug/c.ilk
c/Debug/c.pch
c/Debug/c.pdb
c/Debug/vc60.idb
c/Debug/vc60.pdb
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