Recall & Review
beginner
What does each node in the linked list represent in the 'Add Two Numbers Represented as Linked List' problem?
Each node represents a single digit of a number, stored in reverse order (ones place at the head).
Click to reveal answer
beginner
Why do we add digits from the head of the linked lists in this problem?
Because the digits are stored in reverse order, the head contains the least significant digit, so addition starts from there.
Click to reveal answer
beginner
What is the role of the carry in adding two numbers represented as linked lists?
Carry holds the overflow digit when sum of two digits exceeds 9, and it is added to the next digit sum.
Click to reveal answer
intermediate
How do you handle linked lists of different lengths when adding two numbers?
Continue adding digits; if one list ends, treat missing digits as 0 until both lists and carry are processed.
Click to reveal answer
intermediate
What is the time complexity of adding two numbers represented as linked lists?
O(max(m, n)) where m and n are the lengths of the two linked lists, since each node is processed once.
Click to reveal answer
In the 'Add Two Numbers Represented as Linked List' problem, what does the head node represent?
✗ Incorrect
The head node stores the least significant digit because the number is stored in reverse order.
What should you do if one linked list is longer than the other during addition?
✗ Incorrect
You treat missing digits as zero to continue adding all digits and carry.
What happens if the final carry after adding all digits is not zero?
✗ Incorrect
The final carry is added as a new node to represent the extra digit.
What data structure is used to represent the numbers in this problem?
✗ Incorrect
The problem uses linked lists to represent numbers digit by digit.
What is the main advantage of storing digits in reverse order in the linked list?
✗ Incorrect
Storing digits in reverse order allows addition starting from the least significant digit, simplifying the process.
Explain step-by-step how to add two numbers represented as linked lists.
Think about how you add numbers on paper from right to left.
You got /6 concepts.
Describe how to handle carry when adding two digits in linked lists.
Carry is like the extra you keep for the next digit.
You got /4 concepts.
