Palindrome Linked List Quiz
A 25-question quiz covering detection of palindrome linked lists using pointers, reversal, comparison, and traversal logic.
Question 1
What defines a palindrome linked list?
Question 2
What is a common technique to check if a linked list is a palindrome?
Question 3
What happens after the middle node is found?
Question 4
What is compared when checking for a palindrome?
Question 5
Why is an empty list considered a palindrome?
Question 6
In an even-length list, where does the slow pointer usually stop?
Question 7
Why does the fast pointer move two steps at a time?
Question 8
Which condition safely ends the fast–slow traversal?
Question 9
Why must the second half be reversed for palindrome checks?
Question 10
What happens after comparison is complete?
Question 11
Is a single-node list a palindrome?
Question 12
Which situation definitely breaks symmetry?
Question 13
What property must all opposing node pairs share?
Question 14
Why can even-length lists still be palindromes?
Question 15
Which of the following is a valid palindrome list?
Question 16
What operation is shown here?
slow = slow.next
fast = fast.next.nextQuestion 17
What does this reversed structure imply?
Original: 1 → 2 → 3 → 2 → 1
Second half reversed: 1 ← 2 ← 3 (middle)Question 18
What does this diagram represent?
slow: C
fast: null
List: A → B → C → B → AQuestion 19
What does this comparison loop check?
while first != null and second != null:
if first.data != second.data:
return falseQuestion 20
What operation is shown?
prev = null
while curr:
next = curr.next
curr.next = prev
prev = curr
curr = nextQuestion 21
Which step is essential for avoiding null-pointer errors?
Question 22
Which property ensures the list might be a palindrome?
Question 23
What is a drawback of reversing half the list?
Question 24
Which situation does not require reversal?
Question 25
What is the benefit of not restoring the list after checking?
