python结构语句(while,if)
一.基础语法
编码:
默认情况下,Python 3 源码文件以 UTF-8 编码,所有字符串都是 unicode 字符串
#!/usr/bin/env python
# -*- coding:utf-8 -*-
标识符
- 第一个字符必须是字母表中字母或下划线'_'。
- 标识符的其他的部分有字母、数字和下划线组成。
- 标识符对大小写敏感
注释:
注释单行可以使用#,多行可以作用"""
如:
单行注释:#注释内容
多行注释:"""注释内容"""
行与缩进:
python 对行缩进相当严格,缩进不当运行时会导致报错,因其使用缩进来表示代码块,不需要使用({})
缩进的空格数是可变的,但是同一个代码块的语句必须包含相同的缩进空格数
示例:
#!/usr/bin/env python
# -*- coding:utf-8 -*- if 1 < 2:
print('True')
else:
print('false')
数据类型:
python中数有三种类型:数字,字符串,布尔值
- 数字
数字又分为:整数,浮点数,长整数,复数
整数如1~10
浮点数:1.11
长整数,较长的整数
复数,1+2j
- 字符串 'a' "ddfdf" """ aaaa """
python中的'' 和""完全相同,表示是一整个字符串
python中'''和""" 表示多行
转义符\
- 布尔值 真或假
变量:
变量定义的规则:
- 变量名只能是 字母、数字或下划线的任意组合
- 变量名的第一个字符不能是数字
- 以下关键字不能声明为变量名
- ['and', 'as', 'assert', 'break', 'class', 'continue', 'def', 'del', 'elif', 'else', 'except', 'exec', 'finally', 'for', 'from', 'global', 'if', 'import', 'in', 'is', 'lambda', 'not', 'or', 'pass', 'print', 'raise', 'return', 'try', 'while', 'with', 'yield']
例:
#!/usr/bin/env python
# -*- coding:utf-8 -*- num = 100
int = 0
while int < num:
int += 1
print(int)
二.结构语句之while/if/break/continue
- 条件控制
Python条件语句是通过一条或多条语句的执行结果(True或者False)来决定执行的代码块
其语句结构为;
#!/usr/bin/env python
# -*- coding:utf-8 -*-
if value1: do xx elif value2: do yy else: do something
注:
- 每个条件后面要使用冒号(:),表示接下来是满足条件后要执行的语句块
- 使用缩进来区分语句块
例:猜数
#!/usr/bin/env python
# -*- coding:utf-8 -*- number = 100 guess = int(input('Enter an interger:')) #在2.x版本里用raw_input,在3.x版本里用input if guess == number:
print("yes")
elif guess<number:
print("small")
else:
print("big")
常用运算符
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" alt="" />
2.while语句
python中的循环主要有for 和while
- 基本语句
while 判断条件:
语句
例:输出1..100的偶数
#!/usr/bin/env python
# -*- coding:utf-8 -*-
"""
需求:输出1..100的偶数
判断奇偶数标准数值%2为0的是偶数,为1的为奇数
"""
number = 1
while number <= 100:
if number % 2 == 0:
print(number)
number = number + 1
例2:求1~100的和
#!/usr/bin/env python
# -*- coding:utf-8 -*-
"""
要求:计算1~100的总和
"""
"""
方法一:
sum = 0
for i in range(1,101):
sum+=i
print str(sum)
""" num = 100
sum = 0
counter = 1
while counter <= num:
sum = sum + counter
counter += 1
print(sum)
- break
break用于退出所有循环
while 判断条件:
语句 break
例:用户输入尝试三次后退出
#!/usr/bin/env python
# -*- coding:utf-8 -*-
"""
需求:用户输入尝试三次后退出
""" count = 0
while True:
username = input("please input your name: ")
passwd = input("password: ")
if username == "testuser" and passwd == "":
print("welcome")
break
else:
count = count +1
print("please try agen")
if count > 2:
print("your account has been locked")
break
- continue
continue用于退出当前循环,继续下一次循环
while 判断条件:
语句 continue
例:使用while循环输入 1 2 3 4 5 6 8 9 10
#!/usr/bin/env python
# -*- coding:utf-8 -*-
"""
需求
使用while循环输入 1 2 3 4 5 6 8 9 10
""" i = 0
loop = 10 while i <= loop:
if i == 7:
i = i + 1
continue
print str(i)
i = i + 1
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