Two-Step Word Problems Worksheet for Grade 3

Practice worksheet with solutions: addition, subtraction, multiplication, and division in sequential problem-solving.

Practice Problems
Problem Set A: Addition and Subtraction
Problem 1
Emma had 15 stickers. Her mom gave her 8 more stickers. Then she gave 6 stickers to her friend. How many stickers does Emma have now?
Answer: 17 stickers
Step 1: Calculate stickers after receiving more

Emma starts with 15 stickers
Her mom gave her 8 more
So: 15 + 8 = 23 stickers

Step 2: Calculate stickers after giving some away

Emma now has 23 stickers
She gave 6 to her friend
So: 23 - 6 = 17 stickers

15
+
8
=
23
-
6
=
17
Emma has 17 stickers now.
Final Answer:

Emma has 17 stickers remaining.

Problem Set A: Continued
Problem 2
Tom had 24 marbles. He lost 9 marbles during playtime. Later, he found 7 more marbles. How many marbles does Tom have now?
Answer: 22 marbles
Step 1: Calculate marbles after losing some

Tom starts with 24 marbles
He lost 9 marbles
So: 24 - 9 = 15 marbles

Step 2: Calculate marbles after finding more

Tom now has 15 marbles
He found 7 more marbles
So: 15 + 7 = 22 marbles

24
-
9
=
15
+
7
=
22
Tom has 22 marbles now.
Final Answer:

Tom has 22 marbles remaining.

More Practice Problems
Problem Set B: Multiplication and Addition
Problem 3
A farmer has 4 baskets. Each basket contains 6 apples. Then he picks 8 more apples from the tree. How many apples does he have altogether?
Answer: 32 apples
Step 1: Calculate total in baskets

4 baskets with 6 apples each
So: 4 × 6 = 24 apples

Step 2: Add the picked apples

He picks 8 more apples
So: 24 + 8 = 32 apples

4×6
=
24
+
8
=
32
The farmer has 32 apples.
Final Answer:

The farmer has 32 apples altogether.

Problem Set C: Subtraction and Division
Problem 4
There were 36 students in the gym. 12 students went back to their classrooms. The remaining students were divided equally into 4 groups. How many students are in each group?
Answer: 6 students per group
Step 1: Calculate remaining students

Started with 36 students
12 went back to classrooms
So: 36 - 12 = 24 students remain

Step 2: Divide remaining students into groups

24 students divided into 4 equal groups
So: 24 ÷ 4 = 6 students per group

36
-
12
=
24
÷
4
=
6
There are 6 students in each group.
Final Answer:

There are 6 students in each group.

Problem Set D: Money Problems
Problem 5
Sarah had $20. She spent $8 on a book. Then she earned $5 doing chores. How much money does Sarah have now?
Answer: $17
Step 1: Calculate money after purchase

Sarah starts with $20
She spends $8 on a book
So: $20 - $8 = $12

Step 2: Calculate money after earning

She has $12, then earns $5
So: $12 + $5 = $17

$20
-
$8
=
$12
+
$5
=
$17
Sarah has $17 now.
Final Answer:

Sarah has $17 now.

Worksheet Summary & Practice Tips
Problem Types
  • Addition then Subtraction
  • Subtraction then Addition
  • Multiplication then Addition
  • Subtraction then Division
  • Money Problems
Key Steps
  • Read Carefully
  • Identify Operations
  • Solve Step 1
  • Solve Step 2
  • Check Answer
Two Step Problem = First Operation + Second Operation
Problem-Solving Formula
📖
Read Carefully
Understand what the problem is asking
📝
Identify Operations
Find keywords that indicate math operations
🔢
Solve Step by Step
Complete one calculation at a time
✅
Check Answer
Make sure your answer makes sense
Tip 1: Circle or underline important numbers and keywords in the problem.
Tip 2: Draw a simple picture to visualize the problem situation.
Tip 3: Write down the first answer before moving to the second step.
Tip 4: Ask yourself: "Does my final answer make sense in the story?"
Detailed Summary: Two-Step Word Problems Worksheet
Definition and Core Concepts

Two-step word problems worksheet provides structured practice for solving mathematical problems that require two separate calculations to find the answer. These worksheets help students develop mathematical reasoning and problem-solving skills.

Mathematical reasoning: The ability to think logically about mathematical concepts and apply them to solve problems using various operations.

Problem = (Initial Amount ○ Change₁) ○ Change₂
General Formula (○ = any operation)
Key Definitions:

Word problem: A mathematical question presented in narrative form that describes a real-life situation.

Two-step: Requiring two separate calculations to reach the solution, where the result of the first step becomes the input for the second step.

Worksheet: A structured practice sheet containing multiple problems for skill development and reinforcement.

Mathematical reasoning: The process of using logical thinking to solve mathematical problems.

Four-Phase Problem-Solving Method:
  1. READ: Carefully read the entire problem to understand the situation and identify all numbers and operations needed
  2. PLAN: Identify which operations are needed and the order in which to perform them
  3. SOLVE: Execute the calculations step by step, using the result of the first step in the second step
  4. CHECK: Verify that the answer is correct and makes sense in the context of the problem
Common Errors: Forgetting to carry forward the first result, mixing up the order of operations, misreading the question being asked, performing operations in the wrong sequence, or confusing operation keywords.
Success Strategies: Practice identifying keywords for all four operations, work on sequential thinking, master basic arithmetic operations, and develop the habit of checking answers for reasonableness.
Essential Rules to Remember:

• Keyword Identification: "More" typically means addition, "less/left" means subtraction, "each/per" often indicates multiplication, and "shared/divided equally" indicates division.

• Sequential Processing: Always complete the first step before beginning the second step.

• Result Tracking: Keep the first answer readily available to use in the second step.

• Context Awareness: Understand the real-world meaning of each mathematical operation performed.

• Verification: Always check that your final answer makes logical sense within the problem's context.

Questions & Answers

Question: How do I know which operation to do first in a two-step word problem?

Answer: The order of operations in word problems typically follows the sequence of events in the story:

  • Chronological order: Do the operation that happens first in the story
  • Look for sequence words: Words like "then," "after," "later," or "next" indicate what happens second
  • Follow the story flow: What happens to the starting amount first? That's your first operation
  • Identify operation keywords: Match words to the appropriate operation (addition, subtraction, multiplication, or division)

For example, in "Emma had 15 stickers, got 8 more, then gave 6 away," the story order is: start with 15, add 8, subtract 6. This tells you exactly what to do first!

Question: My child seems to rush through the worksheet and makes careless mistakes. How can I help them slow down and be more careful?

Answer: Help your child develop better work habits with these strategies:

  • Set a pace: Encourage them to read each problem twice before solving
  • Use a ruler: Place a ruler under each line to focus attention
  • Check as they go: Have them verify each step before moving to the next
  • Positive reinforcement: Praise careful work rather than speed

Remember that accuracy is more important than speed. As they become more confident, they'll naturally work faster.

Question: Sometimes I finish the worksheet early. What should I do with the extra time?

Answer: Great question! Use your extra time productively:

  • Check your work: Go back and review each problem
  • Verify calculations: Recalculate to make sure answers are correct
  • Draw pictures: Create visual models for problems you solved mentally
  • Challenge yourself: Try solving problems in a different way

Most mistakes happen because we rush. Use the extra time to make sure your work is your best work!