成\/成 发表于 2022-3-20 12:31:18

自学python没几天,为什么这里会报错啊,搞不懂,这问题遇到了好多次

本帖最后由 成\/成 于 2022-3-20 20:46 编辑



data:image/png;base64,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#模拟手机充值场景
账户=170      #账户余额
A=2   
print('欢迎使用XXX充值业务')
while A>1:         #循环语句
saber=int(input('查询账户余额请输入1,充值请输入2,退出系统请输入3:')) #功能选择
if saber==2:      #充值功能
    充值金额=float(input('请输入充值金额(元):')          #输入充值金额
    print('充值成功,您本次充值'+ str(充值金额)+ '元')
    账户=账户+充值金额
    print('您的账户余额为'+str(账户)+'元')
    A=A+1      
elif saber==1:    #查询账户余额
    print('您当前的账户余额为' + str(账户) + '元')
    A=A+1
elif saber==3:    #退出系统
    print('欢迎下次使用')
    break         #跳出循环



leafu 发表于 2022-3-21 12:01:46

1、麻烦提问规范点,起码上报错截图
2、代码格式规范点,你这缩进我完全看不出来,python缩进也是语法的一部分
3、个人建议,虽然python支持中文参数,但是一般还是不建议使用,容易bug而且耗内存
问题猜测:
saber=int(input('查询账户余额请输入1,充值请输入2,退出系统请输入3:')) #功能选择
这段开头少了缩进

暗夜之隐 发表于 2022-3-21 13:43:16

这下是正确的你的错误第一尽量不要用中文做变量,运行不起来的原因是因为    float(input('请输入充值金额(元):')你少了一个扩号

print('欢迎使用XXX充值业务')
z=170
A=2
while A>1:         #循环语句
    saber=int(input('查询账户余额请输入1,充值请输入2,退出系统请输入3:')) #功能选择
    if saber==2:      #充值功能
      c=float(input('请输入充值金额(元):'))      
      print('充值成功,您本次充值'+ str(c)+ '元')
      z=z+c
      print('您的账户余额为'+str(z)+'元')
      A=A+1      
    elif saber==1:    #查询账户余额
      print('您当前的账户余额为' + str(z) + '元')
      A=A+1
    elif saber==3:    #退出系统
      print('欢迎下次使用')
      break         #跳出循环
页: [1]
查看完整版本: 自学python没几天,为什么这里会报错啊,搞不懂,这问题遇到了好多次