felicity123 发表于 2021-7-12 23:03:44

求助:更改杨辉三角形的打印样式(python新,列表VI课后题)

请教各位大神,
python新,列表VI讲的课后题中,tab和空格那里的应用我看不懂。哪位大神可以讲解一下咩,,, 感激不尽data:image/png;base64,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

Kayko 发表于 2021-7-13 08:01:27

同{:10_266:}

fish_nian 发表于 2021-7-13 08:16:16

代码是什么,没会员捞不着啊

felicity123 发表于 2021-7-14 22:58:33

fish_nian 发表于 2021-7-13 08:16
代码是什么,没会员捞不着啊

哦哦哦
如下
# 初始化杨辉三角形
# 创建一个10*10的二维列表,并将所有的元素初始化为0
triangle = []
for i in range(10):
    triangle.append([])
    for j in range(10):
      triangle.append(0)
   
# 计算杨辉三角形
# 根据观察,我们知道杨辉三角形左右两边的元素均为1
for i in range(10):
    triangle = 1
    triangle = 1
   
# 第i行j列的值 = 第(i-1)行(j-1)列的值 + 第(i-1)行(j)列的值
for i in range(2, 10):
    for j in range(1, i):
      triangle = triangle + triangle
   
# 输出杨辉三角形
for i in range(10):
    # 因为是三角形,所以i越小,前边需要填充的TAB越多
    for k in range((10-i)//2):
      print('\t', end='')
    for j in range(i+1):
      # 要形成“隔行错开”的效果,所以我们在偶数行加4个空格
      if i % 2 == 1:
            print("    ", end='')
      # 为何要使用TAB而非空格,大家可以将下面的end='\t'改成对应的空格数即可知晓
      print(triangle, end='\t')
    print()


感谢老哥

felicity123 发表于 2021-7-14 23:14:56

哦哦哦,长这样

# 初始化杨辉三角形
# 创建一个10*10的二维列表,并将所有的元素初始化为0
triangle = []
for i in range(10):
    triangle.append([])
    for j in range(10):
      triangle.append(0)
   
# 计算杨辉三角形
# 根据观察,我们知道杨辉三角形左右两边的元素均为1
for i in range(10):
    triangle = 1
    triangle = 1
   
# 第i行j列的值 = 第(i-1)行(j-1)列的值 + 第(i-1)行(j)列的值
for i in range(2, 10):
    for j in range(1, i):
      triangle = triangle + triangle
   
# 输出杨辉三角形
for i in range(10):
    # 因为是三角形,所以i越小,前边需要填充的TAB越多
    for k in range((10-i)//2):
      print('\t', end='')
    for j in range(i+1):
      # 要形成“隔行错开”的效果,所以我们在偶数行加4个空格
      if i % 2 == 1:
            print("    ", end='')
      # 为何要使用TAB而非空格,大家可以将下面的end='\t'改成对应的空格数即可知晓
      print(triangle, end='\t')
    print()

感谢!
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查看完整版本: 求助:更改杨辉三角形的打印样式(python新,列表VI课后题)