JPMorgan & Chase OA 2025: Key Questions & Solutions

Preparing for the JPMorgan Chase Online Assessment (OA)? Below are two core problems you’ll likely encounter, along with step-by-step solutions in Python.

JPMorgan & Chase OA

1. Distinct Digit Numbers

Problem: Given a range [n, m], count how many numbers have all distinct digits.

Approach

  1. For each num in range(n, m+1), convert to string.
  2. Use a set to check if len(set(digits)) == len(digits).
  3. Increment a counter when digits are unique.

Code

def count_distinct(n, m):
    count = 0
    for num in range(n, m + 1):
        s = str(num)
        if len(set(s)) == len(s):
            count += 1
    return count

# Example
print(count_distinct(10, 25)) # Outputs how many numbers between 10 and 25 have unique digits

2. First k-Winner in Queue Tournament

Problem: Players with integer “potentials” play in a queue. Each round, the front two compete; the higher‐potentialwins, increments its consecutive win count, and the loser goes to the back. Find the first player to win k consecutive rounds.

Approach

  1. Initialize a deque of potentials.
  2. Pop the first as current_winner, set win_streak = 0.
  3. While win_streak < k:
    • Pop next_player.
    • If current_winner > next_player, increment win_streak, append loser.
    • Else, reset win_streak = 1, swap roles, append loser.
  4. Return current_winner once win_streak == k.

Code

from collections import deque

def first_k_winner(potentials, k):
    q = deque(potentials)
    current = q.popleft()
    streak = 0

    while streak  challenger:
            streak += 1
            q.append(challenger)
        else:
            q.append(current)
            current = challenger
            streak = 1

    return current

# Example
print(first_k_winner([3, 1, 4, 2, 5], 3)) # Winner who wins 3 in a row

Next Steps & Tips

  • Practice these patterns on LeetCode or HackerRank.
  • Write clean, well-commented code and test edge cases.
  • Review JPMorgan’s hiring values and be ready for behavioral questions.

Good luck with your OA! For personalized coaching or mock assessments, contact us.

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