Linked List Searching and Pointer Techniques Quiz
A 30-question quiz covering searching in linked lists, the fast–slow pointer technique, and finding the middle node.
Question 1
What is the time complexity of searching for a value in a singly linked list?
Question 2
Which situation allows search to terminate early?
Question 3
What is required when searching by value?
Question 4
What should a search function return if the value is not found?
Question 5
Why can searching in a linked list be slower than searching in an array?
Question 6
If multiple nodes contain the same value, simple search usually returns:
Question 7
What is the movement pattern of the fast pointer in the fast–slow pointer technique?
Question 8
Why must null checks be performed when using fast–slow pointers?
Question 9
In cycle detection, what condition indicates a cycle?
Question 10
Why is the fast–slow method space efficient?
Question 11
Which pointer determines when the loop ends in middle-finding?
Question 12
How many passes does the fast–slow technique require to find the middle?
Question 13
In an odd-length list, where does the slow pointer end when fast reaches null?
Question 14
In an even-length list, where does the slow pointer end?
Question 15
Why is the middle-finding technique efficient?
Question 16
What happens if the fast pointer moves three steps per iteration?
Question 17
Which list property does the fast–slow pointer technique help identify besides the middle?
Question 18
What does slow pointer's pace represent in middle-finding?
Question 19
What is required to safely advance the fast pointer two steps?
Question 20
How does the slow pointer move during middle-finding?
Question 21
What does this pattern represent?
slow = slow.next
fast = fast.next.nextQuestion 22
Which node is the slow pointer pointing to in this diagram?
[A] -> [B] -> [C] -> [D] -> [E]
^
slowQuestion 23
What is the termination condition for middle-finding?
while fast != null and fast.next != null:
slow = slow.next
fast = fast.next.nextQuestion 24
What does this diagram show?
[A] -> [B] -> [C] -> [D]
slow: B fast: CQuestion 25
What search operation is this pseudocode performing?
curr = head
while curr != null:
if curr.data == value:
return currQuestion 26
What is the role of slow here?
while fast and fast.next:
slow = slow.next
fast = fast.next.next
return slowQuestion 27
Why is the fast–slow method preferable over counting length first?
Question 28
Which of the following may cause incorrect middle calculations?
Question 29
Which action is required before performing any pointer technique?
Question 30
What advantage does pointer-based middle-finding offer?
