S1Q2 · Remove Second and Second-Last Character¶
⚡ Quick Reference
Function: remove_second_and_second_last(s: str) -> str
Core idea: keep the first character, skip index 1, keep the middle, skip the second-last, keep the last.
Key rules:
- Remove index 1 (second character) and index len(s)-2 (second-last character)
- s[0] → first char | s[2:-2] → middle | s[-1] → last char
- Guaranteed at least 4 characters - no edge case guard needed
Problem Statement¶
Problem
Write a function remove_second_and_second_last(s) that removes the character at index 1 and the character at index len(s)-2 from the string.
Examples:
"abcdef"
"acdf"
"abcd"
"ad"
Tracing both examples¶
"abcdef" (length 6):
Index: 0 1 2 3 4 5
Char: a b c d e f
↑ ↑
remove 1 remove 4 (len-2)
s[0] = "a"
s[2:-2] = s[2:4] = "cd"
s[-1] = "f"
→ "a" + "cd" + "f" = "acdf" ✓
"abcd" (length 4):
Index: 0 1 2 3
Char: a b c d
↑ ↑
remove 1 remove 2 (len-2)
s[0] = "a"
s[2:-2] = s[2:2] = "" (empty - no middle)
s[-1] = "d"
→ "a" + "" + "d" = "ad" ✓
s[2:-2] handles the middle cleanly
For length 4: s[2:-2] = s[2:2] = "" - empty string. For length 5: s[2:-2] = s[2:3] - one character. The same formula works for any length ≥ 4 with no special cases.
Solution approaches¶
def remove_second_and_second_last(s: str) -> str:
lst = list(s)
del lst[-2] # remove second-last first (doesn't shift index 1)
del lst[1] # then remove second
return "".join(lst)
Delete the second-last first - removing it doesn't change the index of the second character. Reverse order of deletion avoids index-shift bugs.
Key takeaways¶
s[0] + s[2:-2] + s[-1] - three-part split
The string is split into four regions: index 0 (keep), index 1 (skip), indices 2 to -2 (keep), index -2 (skip), index -1 (keep). Three slice operations reconstruct the result.
s[2:-2] is empty for length 4 - no special case
For a 4-character string, s[2:-2] = s[2:2] = "". Concatenating an empty string does nothing. The same formula handles all lengths ≥ 4 without any if statements.
When deleting from a list, remove later indices first
If using the del approach, always delete the higher index first. Deleting index 1 first shifts all subsequent indices by -1, so -2 would point to a different element.