python预科3--序列操作
1,序列:顾名思义,有序的列表,能通过下表访问。
2,序列包含字符串,列表,元祖
3,列表定义:a=[‘jack’,18,'shanghai','男']
4,列表访问:
5,操作列表
a=['jack',18,'shanghai','男']
print(a)
# 列表新增,append(值):列表末尾追加,insert(位置,值):指定位置插入值
a.append('bb')
a.insert(0,'s')
a.extends(list) #在列表后追加一个新列表
# 列表删除
b=a.pop() #pop([位置])移除指定位置元素并返回移除元素。若未指定,则移除最后一个元素
print(b)
a.remove(18) #remove(对象),移除指定对象,注:当循环遍历删除时,删除元素后面的下标会默认往前进1,所以后面这个元素下标变成了删除了的,就不会再次判断了。
a.clear() #清空列表元素
print(a)
# 列表修改
a[1]=20 #修改第二个元素的值为20
print(a)
# 列表查询,in 在..里面:存在返回True,否之返回Flase.
# not in 不在..里面,不存在返回True,否之返回Flase.
for i in a:
print(i)
print(a[0])
6,列表常用函数
len(a) #返回列表长度
max(a) #返回列表元素最大值
mix(a) #返回列表元素最小值
a.count(18) #统计18出现的次数
a.index(18) #返回18的下标
a.reverse() #反转列表,列表最后一个元素变成第一个,以此类推
a.sort() #列表排序,无返回值,更改的是原列表
c=a.copy() #复制列表,属于深拷贝,开辟新的内存地址
7,元祖:
元祖定义:元祖名=(元素1,元素2,元素3...)
#与列表区别:元祖元素是不能被修改的,定义是小括号
student1=('jack','tom','john','amy','kim')
#访问元祖
#循环遍历
for i in a:
print(i)
#删除元祖
del a
7.元祖常用函数
len(student1) #返回元祖长度
max(student1) #返回列表元素最大值
mix(astudent1 #返回列表元素最小值
student1.count(18) #统计18出现的次数
student1.index(18) #返回18的下标
8,字典:以键值对的方式储存,就和新华字典一样,通过偏旁或者拼音来查找具体的字,偏旁和拼音就是key,要查找的字看做Value.
8.1 语法:dict1={key1:value,key2:value2}
dict1={'小丽':'湖南人','阿狸':'平顶山'}
8.2 字典访问
8.3 修改字典元素
8.4 添加字典元素
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)
8.5 字典删除操作
del students['name'] #删除其中一个元素
del students #删除整个字典,字典就不存在了
students.clear() #清空字典,剩下一个空字典
8.6 字典常用函数
len(students) #返回字典长度
str(students) #将字典转换成字符串
type(students) #返回参数对象的类型
students.get(key) #返回字典中key的值
students.items() #返回字典中全部key,value
students.keys() #返回字典中的所有key
students.values() #返回字典中的所有values
8.7 循环遍历字典
for k,v in students.items():
print(k,v)