Median Salary per Department
SQL coding challenge · Difficulty: hard · Topic: Window Functions · +180 XP
Table: staff
+------------+---------+
| Column | Type |
+------------+---------+
| id | INT | | name | VARCHAR | | department | VARCHAR | | salary | INT |
+------------+---------+
Problem
-------
Find the median salary for each department.
Median rules:
- Odd count: the middle value
- Even count: the average of the two middle values
Return: department, median_salary
Order: department ASC
Note on the result type
-----------------------
Take the average of the middle row(s) with AVG(). On an INT salary column
MySQL returns a DECIMAL with four decimal places, so 85000 is shown below as
85000.0000. Rounding is accepted too - the grader compares the values, not
the trailing zeros.
Example Input (table: staff)
----------------------------
+----+-------+-------------+--------+
| id | name | department | salary |
+----+-------+-------------+--------+
| 1 | Alice | Engineering | 95000 | | 2 | Bob | Engineering | 85000 | | 3 | Carol | Engineering | 75000 | | 4 | Dave | Marketing | 65000 | | 5 | Eve | Marketing | 70000 | | 6 | Frank | HR | 55000 | | 7 | Grace | HR | 60000 | | 8 | Hank | HR | 62000 |
+----+-------+-------------+--------+
Expected Output
---------------
+-------------+---------------+
| department | median_salary |
+-------------+---------------+
| Engineering | 85000.0000 | | HR | 60000.0000 | | Marketing | 67500.0000 |
+-------------+---------------+
Explanation
-----------
Engineering (sorted): 75000, 85000, 95000
-> odd count (3): the middle value = 85000
HR (sorted): 55000, 60000, 62000
-> odd count (3): the middle value = 60000
Marketing (sorted): 65000, 70000
-> even count (2): (65000 + 70000) / 2 = 67500
What this SQL challenge teaches you
“Median Salary per Department” is a hard-level SQL challenge focused on Window Functions. Working through it gives you hands-on practice with PERCENTILE_CONT, window, statistics — the kind of transformation you are asked to write in real data engineering work and in technical interviews. You can solve it directly in the browser: the dataset is pre-loaded, so you write the query or DataFrame code, run it, and compare your output against the expected result immediately.
Concepts covered
- PERCENTILE_CONT
- window
- statistics
How to approach it
If you get stuck, work through these steps in order before looking at a full solution — each one narrows the problem down:
- Your result should return: department, median_salary.
- Compare your output to the Expected Output — the columns, values and row order must match exactly.
- MySQL has no MEDIAN() and no PERCENTILE_CONT(). Build it from window functions instead: ROW_NUMBER() OVER (PARTITION BY department ORDER BY salary) to number the rows, COUNT(*) OVER (PARTITION BY department) to get the size of each group, then keep the middle row(s) and AVG() them.
Where this comes up
Variations of this problem have been reported in interviews at Microsoft, Oracle, Accenture. Interviewers use it to check whether you can express the logic cleanly and reason about correctness on edge cases such as ties, nulls and empty groups.
How to practise it on PySpark.in
Open the challenge, write your SQL query in the editor and press Run to execute it against the sample dataset. Submitting checks your output against every test case, including hidden ones, so you find out straight away whether your logic holds up. You can retry as often as you like, and each solved challenge adds to your XP.
Related SQL challenges
- Top 3 Products per Category
- Running Total Revenue
- Latest Order Per Customer
- 3-Day Rolling Sum of Sales
- 7-Day Rolling Purchase Amount by Customer
- Rolling Sum with Missing Dates
Frequently asked questions
Do I need to install Spark or a database to solve this?
No. The SQL environment runs in your browser with the sample data already loaded, so there is nothing to install or configure.
Is this challenge free?
Yes - the problem, the sample dataset, the hints and unlimited test runs are free.
What level is it?
It is rated hard and covers Window Functions.