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@caoya171193579
Created March 20, 2019 03:59
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未学习的内容,补上。
switch(四维持):
switch 用于编写多分支结构的程序,类似于 (if... elif... else)语句。
switch 语句表达的分支结构比(if... elif... else)语句表达的更清晰,代码的可读性更高。
但是python并没有直接提供switch 语句。
python 可以通过字典实现switch语句的功能。
实现方法分为两步。
-首先,定义一个字典。
-其次,调用字典的get()获取相应的表达式。
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在python下有些不能除尽的除法运算需要加小数点才能得到结果, 我们也可以使用调用模块
from __future__ import division ,调用__future__(非有车儿)模块下的division(德伟什)参数, 所有的除法都能除尽了。
![image.png](data:image/png;base64,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)
实现,不用做(if... elif... else)判断的四则运算
![image.png](data:image/png;base64,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)
结果
![image.png](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATcAAABECAYAAADk43LpAAAOEUlEQVR4Ae1dTWgb1xb+/OjSSRdeKUNAjK2CSwuCgUJlrQTGyH022agrmbeSSgkvySZ4O7tiunECJcRePeRu6k1wWhtjEG9h+UFBIOiPoZKFIEy8UqGpoct5nLkzmh/NjGRZ47HVM8Hozj33/Nzvjk7uueeOLgDo/McYxP4MKKpeq6m6EvA8FiuarmmaXinyWMU+VgFjdNPsmjINAl+MACPACEwSAv+YpM5wXxgBRoARsBC4cc4tk85DLxSwL1smDvdp8RGvXsii7MsmY5/o+TQyvvRbWqmoqNVUKLfGfAVqTUOlOAaDb13fx9BnFjEUApE7t3KWnE0emzND2TNyo5PGAaZ2q3h2MbKIW8GoqDXU1NvjxvxBrUNdkLC200+djP7194trrh+B965fpaWRZlEK8tbteR1Tx23rLqLPNpZ3x6yDZg7PgUcLKuYrNcxtLkCtR2Q+i2UEGIGhEbBnbnLWCAebeREWGuGdFb7NpNE0wj2ahXlCxiCaKe9lgmyZxuOck1c4tlSziqndXTHjuqOgmfZO78wwsjfzm8FmXsgR4WcBena4+FXMIE1eq19DwxTScH4WOHqNOopYyrXRGuTYzDBKrWjQNA2aK5wsoqLV4JqYFSuiDX1qGvZKSSRLe4JXq8AZ2a1YMr0ySCfp8urz2uLlC+k2zbAMeYZcy2YKN62yk9nul5PPFZYO7J8IZS2dLl4AgX13muEse/s+7Dg4ZXD5xiMgtoLIWV0vFHS9kNXLZqq3nE7rGcj6PtXnqQy9nKU2eX1zhlLyYTSRsne3F3WZdF7Xs7IOzOibeZJn/mVl3aAVCvq+bMp22NOXajZt3pet7QGWPLsPbh63vS4abUW4zFaDYsXYmkDbE9x/NV1VLHt8Pj16aItDTVV623H87p3bHxS15mpv9MEjk9polaIpU9HVmr2FwiU/lM/HdmsLgMFX0YvWPRRdrYhtHCTfaa9tn6e9wybnOPj2D9BddtO9am4buVIfbFv75PuMS1+/ev0PwYrb9J5t5zhfR9meuZk+uNU8xZZZ3mo0cCLfM0LH1vkbnADYentuzMQ+uz8DhNECffoMPk9M4+BtG5n0J3iMJhZ81sryCoWs5/hi97hnT5DI1F3vjC+o5Rjrd9YgSavY7lSxLklY3e6gs70KSRomLK3i0Fxv2jmsIjk73zPMuF9cMZMDNBu02/Ya+RbsdvVWG5DnhAxlBYtJm+bVB9g0F5+vDmeljLne0l8d6poKmrSennUgGwR7tob5WSSrh/BZYnMKDC4rKr7MVfHCEe/vqEKfYBq1DzafF5fRxyG4G0y5XgT6nJtXfebuHaOq+a7rJSGM1te4V/E+PpgWNx9NT0M4zS6+O/fLBCTw1BOqusJLxYh5e5KvVKirWJC8i9xlfFrV8YD+vrLyrxl8/NAsk+PAGU6hYGWRotNBMalpYYd4HJfliKhq5xDV5CJWFEBRv0RuWKfglekQDy/Nqc9Lc/IFlQmr1SMs7pmhriOcrb8+Asg5K3NAh4oKlDkZnTNXj4MkB9eH2RlGC5aIUFxGHYcwfUy7VgQGOreTd38aBvnNjsJoV+3FQX0XX5wDc6l5e1uHnAWt4bWstbo6zSKdVxe/CnOdlSOXZx5+iPPcFF7RX+2BcHLV/wD/3UKF1pr2SkgmS9jT9lBKJlHa04bLZCZnYc/VALRbxqxHGLqDzW1yCkWsLCZRtaZ4I/cCQKi+EQWb/xlIkgRpvY3Sc3MrSr2FdnIWKyuzOHv0Au3ZeczPJtEeuBg5wA5vHwY0H4rslRn1OAxlFDcaFwIDnRvab3EAYC5x39gbVr5Hs6UL/PCmi1BaoIV/4LcLgJzlzxcXplwRqnpZtk6baCGBlwFJA2GLl4vuE3gwXJ7BZjYX3Z0L1d1vntDkQ1zfLwsnl0vhp1+ANUnCehWortOX2yiAvugLjtDJYu3/zGHJzAQUl3J9sxpj9lPaQMkRTjplOMNYZ71vuf4aR51wfb58YZWKiooj60EzM9tBn+Ksk0OpBLTqOzjEBjaGDq2F0r7+1VW8qObwpUNnUb3Evj6fsRWawnEZNA5hEDEtfgQGOze0sVxtojWdQq1QMGZOB/UDPOmS8WE00TnhoJzZUhGCkrNE40c8A8nN4bEZqrog6TbwNU3OEorY1Ns+NfaxzaVyRtb26Z3+UHbruG4447wiMqNGBraX0TW3nph9oc2+o1/2ehh9uS81w+ps42xJhHQb8jYeeR2i4ZAA+ISkdfUFqrkN32ypf1/qUB9tQ94I0efPGFxbV7GJ571s6V6pjfXeprU6Xh91erbTGpwd/tE6HNlBM10gZ9rk/A8lqH87a6s4WrSyxBqWWs41t2BTQylXGIdQuUy8MQjEkM0ws5pGxlRkmjLprJmBnfDME2X3Ql4QF1kkd4bzOjJLfzsdPA4xfO+v97sd0ybeLp4c7OJX4+2FXsoNLczgSdeYEt4Yzx+LIWaG88XI6cVYrJ48pTwOt3pMY3JuArOt492B2zxuNbojGF+saNjIibU89m0jADgmFh6HMQEZoxj+yaMYwWfVjAAjEB0CQyQUolPOkhkBRoARiAoBdm5RIctyGQFGIFYEes7N+UKz5nkhO8zCMD6mWTv43S+4h+HJNEaAERgfAjooLd570Rq68eL1wO0KCOcLk/l3pvGL1BO/BeFvt63m5j7TfntPinpFc/6Kg18bv7owPqbZv6Lhhx3XsVPgZ2Ccz0AvLHVNBItLyI3yMnIYH9PcL8u7AOcbRoARiAIBT5hAMyz7d66G96RhfEzj3wLjWcnw3yXGakxYOYEUr/04fzxxOCVhfEy7PJ7OMeHycM8g48Q49T0DVkWYE7La+H2G8TGNHZvfM8N17Iiu5RkgJWFOyDSCMpx94WoYH9PYsV3LA+xZVmGd7Dh7zwB0+J4H4MmW+jm3MD6mec5W8OB5c9Pn7Cx4bCbiGeB3S6NI0bBMRoARiB0B/60gsZvFBjACjAAjcDUE2LldDT/mZgQYgRuKADu3GzowbBYjwAhcDYFYf6zyaqbfUm5aqg26aAWUL0aAERgLAjdu5pZJ543DX/YveXqVxacX6GCYrH0coAsmGftEz6eNk7xcJL5hBBiBiUIgcucmDlHOYzPiQ+FPGgeY8jm5fqJGizvDCDACQyMQY1hKsyjzqD0y97yOqeP20IaP1rCN5d0x66AzMZ8DjxZUzFdqmNtcgPekvtFsZS5GgBG4CgK2c5Oz0JUEWnRQ8rR5iOhFEwsHDZzQuZ+5FOZMTXQa/LLlI4JopjzBIs4tfQxA8ArHlqKT4xt02tUMNvM5NNN/4F+u3lgO8ALPqnRWqmjnOuN0SKdIM0g6rd64rH65dI14Mz8LHG2ijiKe5No4XBtRDrMxAozA2BEQu5HlrK4XCrpeyOplc4d2OZ3WM5D1farPUxl6OUtt8uYZo2E08QqEu72oy6Tzum6cWWqeX2roLRh1Bq1Q0PdlU7bDnr7XSkyb92XrdQtLnt0HN4/bXhfN7w2MsJ3qvm9gaLqm1XRVsezx+dQR/C9MH9MmYte865njMY10TPvW3FrN095xe1uNBk7ke8gDaJ2/wQmArbd0BPw0Prs/A4TRAn3wDD5PTOPgbRuZ9Cd4jCYWfNbK8gqFrOf4Yve4Z0+QyNTdiBf0/BTvrEGSVrHdqWJdkrC63UFnexWSxGGpH1xcxwhcNwJ9zs1rQObuHaOq+a7/sOQwmleOff8+PjCj3o+mp02n2cV35xd2k14pgadpt+MSCQrKiBaMMLrX9KqFuooFScKa67DQMj6t6nhAf1+VTQ0ZfPzQLNOhvTjDKRSsLAJHr+tXtYL5GQFGYEwI2GtuAQJP3v1pzNTE7Mjt4MJoAeKGrqa1uVf3CniZmke5Yc7e5KyxbtZqVpGitTrXuh6J7uJXYe7QesIazjz8EOe5KfyPGv1zHw+qL2kOi7N/p1DRNORM5j2tJEp7Gha3V7HAGYUwWJnGCFwLAgNnbmi/xQGAucR9Y29Y+R6tyl/ghzddhNICzf8Dv10A5Cx/puSFIVeEql6WrdMmWkjgZdZ/05uwxctF9wk88GfxayzqKOupaagU7Sbdb56gY91+v4xXuSm8yqXw0y/AmiRhvSpOhpdEAZIksWOz8OJPRiBmBAY7N7SxXG2iNZ1CrSAyjgd1ylyS5WE00TPhoES2lELJfVmEoOTU0PgRz0Byc3BlQC1Qug18TUt8CQXGpt72KZ5dAHOpnBGWPr3TH8puHdcNZ5xXROjapLCWMrrG5l5z64nZF9rsO/pVxFKuisMdQJmTUaUCX4wAI3CjEIg0Y+GfHTKzmkbG1MqgZs0MrE+GcZKySsG50hjGYcKxnqTnhvty6e9HrL/n5tp7RqtZ1lrajfL9YzaGhijo4ndLg5Dhekbg0gjE6twube0kMLBzm4RR5D7cAgTYud2CQWITGQFG4PIIDJFQuLxQ5mAEGAFGIG4E2LnFPQKsnxFgBCJBgJ1bJLCyUEaAEYgbAXZucY8A62cEGIFIEGDnFgmsLJQRYATiRoCdW9wjwPoZAUYgEgTYuUUCKwtlBBiBuBFg5xb3CLB+RoARiAQBdm6RwMpCGQFGIG4E2LnFPQKsnxFgBCJBgJ1bJLCyUEaAEYgbAXZucY8A62cEGIFIEGDnFgmsLJQRYATiRoCdW9wjwPoZAUYgEgTYuUUCKwtlBBiBuBFg5xb3CLB+RoARiAQBdm6RwMpCGQFGIG4E2LnFPQKsnxFgBCJB4L1vv/02EsEslBFgBBiBOBGY+v3338OOLInTNtbNCDACjMDICLz3119/jczMjIwAI8AI3FQE/g9wZnBDLP7/QwAAAABJRU5ErkJggg==)
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