niceZAW 发表于 2022-5-22 20:34:37

救救孩子吧,实在是不知道怎么下手

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
这两道题想了一天,查了一天的资料还是不知道如何下手

白two 发表于 2022-5-22 21:35:10

题呢?

Lyncy爱学习 发表于 2022-5-23 12:20:38

没题啊

傻眼貓咪 发表于 2022-5-23 14:09:05

答案就在第 396 行,第 231 个字里

ling13997 发表于 2022-5-23 15:29:25

所以是什么题 发出来让大家一起秃

niceZAW 发表于 2022-5-25 17:38:08

【程序题】
输入一个正整数M,输出如下数列在M 以内的值(不包括M)。
https://mooc1.chaoxing.com/ananas/latex/p/630859


输入样例:

10000

输出样例:

1,2,5,29,866

niceZAW 发表于 2022-5-25 17:39:32

本帖最后由 niceZAW 于 2022-5-25 17:44 编辑

输入七律古诗词,比如:宜将剩勇追穷寇,不可沽名学霸王.天若有情天亦老,人间正道是沧桑.
这是一段由标点符号分隔的文本,请编写程序,以每半句为单位,保留标点符号为原顺序及位置。
要求输出全文的翻转形式。
输出:人间正道是沧桑,天若有情天亦老.不可沽名学霸王,宜将剩勇追穷寇.
注意标点符号都是英文的。

niceZAW 发表于 2022-5-25 17:51:08

就是这两道题
抱歉,之前在忙考试就一直没有上论坛,今天刚好考完{:10_266:}

allen-xy 发表于 2022-5-25 22:17:46

niceZAW 发表于 2022-5-25 17:39
输入七律古诗词,比如:宜将剩勇追穷寇,不可沽名学霸王.天若有情天亦老,人间正道是沧桑.
这是一段由标点符 ...

s = '宜将剩勇追穷寇,不可沽名学霸王.天若有情天亦老,人间正道是沧桑.'

danJu = []
biaoDian = []
result = ''
for i in range(0, len(s), 8):
    danJu.append(s)
    biaoDian.append(s)
# print(f'danJu = {danJu}')
# print(f'biaoDian = {biaoDian}')
danJu.reverse()
# print(f'danJu = {danJu}')
for i in range(len(danJu)):
    result += danJu
    result += biaoDian

print(f'输出:{result}')

Brick_Porter 发表于 2022-5-25 22:20:16

niceZAW 发表于 2022-5-25 17:38
【程序题】
输入一个正整数M,输出如下数列在M 以内的值(不包括M)。



这就是让你写一个递归函数,然后用循环输出结果
# 递归函数实现数列求值
def k(n: int) -> int:
    if n == 0:
      return 1
    if n == 1:
      return 2
    return k(n-1) ** 2 + k(n-2) ** 2


# 获取输入
m = int(input())
# 声明一个存储结果的列表
ls = []
for i in range(m):
    x = k(i)
    if x > m:
      break
    # 把数列的结果转换为字符串类型然后存入列表
    ls.append(str(x))
# 输出结果
# 注意,join函数只能把字符串拼接起来,所以列表中的每项数据都必须是字符串类型
print(','.join(ls))

Brick_Porter 发表于 2022-5-25 22:29:42

niceZAW 发表于 2022-5-25 17:39
输入七律古诗词,比如:宜将剩勇追穷寇,不可沽名学霸王.天若有情天亦老,人间正道是沧桑.
这是一段由标点符 ...

poem = '宜将剩勇追穷寇,不可沽名学霸王.天若有情天亦老,人间正道是沧桑.'
# 去除原诗中的标点符号
poem = poem.replace(',', ' ')
poem = poem.replace('.', ' ')
# 拆分诗句并倒序
poem = poem.split()[::-1]
# 输出诗句并添加标点符号
for i in range(len(poem)):
    if (i+1) % 2 == 1:
      print(poem, end=',')
    else:
      print(poem, end='.')

niceZAW 发表于 2022-5-27 14:00:35

统一回复一下,就是我看了大佬们的代码,也在IDLE上运行一遍,结果是题目要求的,但,我这是作业,而且最后要在学习通上运行正确才可以,所以,对于在学习通上运行错误的答案我就没有选择设为最佳回答,不过我还是感谢大佬们的帮助,至少给我一个很好的解题思路,非常感谢{:10_279:}
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查看完整版本: 救救孩子吧,实在是不知道怎么下手