📖 Scenario: You work in a company database where you have two tables: Employees_USA and Employees_Canada. Each table lists employees working in that country.You want to learn how to combine and compare these tables using SQL operations: union, intersection, and difference.
🎯 Goal: Build SQL queries to find:All employees working in either USA or Canada (union)Employees working in both USA and Canada (intersection)Employees working in USA but not in Canada (difference)
📋 What You'll Learn
Create two tables Employees_USA and Employees_Canada with exact employee names
Write a SQL query using UNION to combine all employees from both tables
Write a SQL query using INTERSECT to find employees common to both tables
Write a SQL query using EXCEPT to find employees in USA but not in Canada
💡 Why This Matters
🌍 Real World
Combining and comparing data from different sources or departments is common in business databases.
💼 Career
Knowing how to use UNION, INTERSECT, and EXCEPT helps database analysts and developers write efficient queries for data analysis and reporting.
Progress0 / 4 steps
1
Create the Employees Tables
Create two tables called Employees_USA and Employees_Canada with a single column EmployeeName of type VARCHAR. Insert these exact names into Employees_USA: 'Alice', 'Bob', 'Charlie'. Insert these exact names into Employees_Canada: 'Bob', 'Diana', 'Eve'.
DBMS Theory
Hint
Use CREATE TABLE to make tables and INSERT INTO to add rows.
2
Write the UNION Query
Write a SQL query called AllEmployees that selects EmployeeName from Employees_USA and Employees_Canada combined using UNION to get all unique employee names from both tables.
DBMS Theory
Hint
Use UNION between two SELECT statements to combine unique rows.
3
Write the INTERSECT Query
Write a SQL query that selects EmployeeName from Employees_USA and Employees_Canada using INTERSECT to find employees who work in both USA and Canada.
DBMS Theory
Hint
Use INTERSECT between two SELECT statements to find common rows.
4
Write the EXCEPT Query
Write a SQL query that selects EmployeeName from Employees_USA but excludes those also in Employees_Canada using EXCEPT to find employees who work only in USA.
DBMS Theory
Hint
Use EXCEPT to find rows in the first query that are not in the second.
Practice
(1/5)
1. Which of the following best describes the union operation in databases?
easy
A. Finds only the common records between two tables
B. Combines all unique records from two tables
C. Returns records from the first table that are not in the second
D. Deletes duplicate records from a table
Solution
Step 1: Understand the union operation
The union operation combines all unique records from two sets or tables, removing duplicates.
Step 2: Compare with other operations
Intersection finds common records, difference finds records in one set but not the other, and deletion removes records.
Final Answer:
Combines all unique records from two tables -> Option B
Quick Check:
Union = Combine unique records [OK]
Hint: Union = all unique items combined [OK]
Common Mistakes:
Confusing union with intersection
Thinking union includes duplicates
Mixing difference with union
2. Which SQL keyword is used to find common records between two tables?
easy
A. UNION
B. DIFFERENCE
C. JOIN
D. INTERSECT
Solution
Step 1: Identify the keyword for common records
The SQL keyword INTERSECT returns only the records common to both tables.
Step 2: Differentiate from other keywords
UNION combines unique records, DIFFERENCE is not a standard SQL keyword, and JOIN combines rows based on a condition.
Final Answer:
INTERSECT -> Option D
Quick Check:
Common records = INTERSECT [OK]
Hint: Common records use INTERSECT keyword [OK]
Common Mistakes:
Using UNION instead of INTERSECT
Confusing JOIN with INTERSECT
Assuming DIFFERENCE is a valid SQL keyword
3. Given two sets A = {1, 2, 3, 4} and B = {3, 4, 5, 6}, what is the result of A INTERSECT B?
medium
A. {3, 4}
B. {1, 2, 3, 4, 5, 6}
C. {1, 2}
D. {5, 6}
Solution
Step 1: Identify common elements in A and B
The common elements between A and B are 3 and 4.
Step 2: Understand INTERSECT operation
INTERSECT returns only the common elements, so the result is {3, 4}.
Final Answer:
{3, 4} -> Option A
Quick Check:
Intersection = common elements [OK]
Hint: Intersection = only common items [OK]
Common Mistakes:
Listing all elements instead of common ones
Confusing intersection with union
Including elements only in one set
4. Consider the SQL query: SELECT * FROM Table1 EXCEPT SELECT * FROM Table2; What is the purpose of the EXCEPT keyword?
medium
A. Returns records in Table1 but not in Table2
B. Returns records in Table2 but not in Table1
C. Returns records common to both tables
D. Returns all records from both tables
Solution
Step 1: Understand the EXCEPT keyword
EXCEPT returns records from the first query that are not present in the second query.
Step 2: Apply to given tables
So, it returns records in Table1 but not in Table2.
Final Answer:
Returns records in Table1 but not in Table2 -> Option A
Quick Check:
Difference = records in first not in second [OK]
Hint: EXCEPT = first table minus second table [OK]
Common Mistakes:
Confusing EXCEPT with UNION
Thinking EXCEPT returns common records
Mixing order of tables in EXCEPT
5. You have two tables: Employees_A with IDs {101, 102, 103, 104} and Employees_B with IDs {103, 104, 105, 106}. You want to find IDs that are in either table but not in both. Which SQL operation gives this result?
hard
A. FULL OUTER JOIN with WHERE condition
B. INTERSECT
C. SYMMETRIC DIFFERENCE using UNION and EXCEPT
D. UNION
Solution
Step 1: Understand the requirement
We want IDs in either table but not in both, which is called symmetric difference.
Step 2: Identify SQL approach
SQL does not have a direct symmetric difference keyword, but it can be done by combining UNION and EXCEPT operations.
Step 3: Explain why other options are incorrect
UNION returns all unique IDs including common ones, INTERSECT returns only common IDs, FULL OUTER JOIN with WHERE can be complex but not direct symmetric difference.
Final Answer:
SYMMETRIC DIFFERENCE using UNION and EXCEPT -> Option C
Quick Check:
Symmetric difference = union minus intersection [OK]
Hint: Symmetric difference = union minus intersection [OK]
Common Mistakes:
Using UNION alone includes common IDs
Using INTERSECT returns only common IDs
Assuming FULL OUTER JOIN alone solves it
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