The Three Reads Strategy: Helping Children Make Sense of Multi-Step Word Problems
One of the most common concerns I hear from parents is, "My child knows how to add, subtract, multiply, and divide, but they struggle with word problems."
The good news is that solving word problems requires much more than computation. Students must read, comprehend, organize information, determine what is being asked, and then decide which mathematical operations will help them solve the problem. This is a complex process, especially when students encounter multi-step word problems.
As an educator trained in Cognitive Guided Instruction (CGI), one of my favorite strategies for supporting students is the Three Reads Method. This approach helps children slow down, make sense of the situation, and build confidence as mathematical thinkers.
Why Word Problems Are Difficult
When adults solve word problems, we often do many steps automatically. We identify important information, ignore irrelevant details, determine what is being asked, and select a strategy almost instantly.
Children are still developing these skills.
Many students rush to find numbers and perform an operation before they fully understand the problem. They may add simply because they see two numbers or multiply because they recognize a familiar pattern. The Three Reads Method encourages students to think before they calculate.
Read One: Understand the Story
During the first read, focus only on understanding what is happening.
Ask questions such as:
What is this story about?
Who is involved?
What is happening?
Can you retell the story in your own words?
At this stage, we are not discussing operations or solving. We simply want students to understand the situation.
Read Two: Identify Important Information
During the second read, students focus on the quantities and relationships in the problem.
Ask:
What numbers do we know?
What does each number represent?
Which information seems important?
Can we draw a picture or model what is happening?
This step helps students connect the numbers to the story rather than viewing them as isolated facts.
Read Three: Determine What Needs to Be Solved
Now students identify the question and begin planning a strategy.
Ask:
What is the problem asking us to find?
What information will help us answer the question?
Are there multiple things we need to figure out?
What strategy could we use?
For multi-step word problems, students may discover that one answer must be found before they can solve the final question.
Supporting Multi-Step Word Problems
Consider this example:
"A farmer collected 24 eggs on Monday and 18 eggs on Tuesday. He packed the eggs into cartons that hold 6 eggs each. How many cartons did he need?"
Students often see the numbers 24, 18, and 6 and immediately become overwhelmed.
Using the Three Reads Method:
First Read
The story is about a farmer collecting eggs and packing them into cartons.
Second Read
We know:
24 eggs on Monday
18 eggs on Tuesday
Each carton holds 6 eggs
Third Read
What do we need to find?
We need to know how many cartons are needed.
Students may realize they must first find the total number of eggs and then determine how many cartons are needed.
This understanding leads naturally to a two-step solution.
The Power of Think Alouds
One of the best ways to teach problem solving is through think alouds.
When working with your child, verbalize your thinking:
"I notice the problem tells us about eggs collected on two different days. I wonder if I need to know the total number of eggs first."
"I am not sure what operation to use yet, so I'm going to think about what the question is asking."
By hearing your reasoning, children learn how successful problem solvers approach challenges.
Why Modeling Matters
Students benefit greatly from seeing math represented visually.
Encourage your child to:
Draw pictures
Use counters or manipulatives
Create bar models
Act out situations
Use number lines
Visual models help students make sense of abstract mathematical relationships and reduce cognitive overload.
Scaffolding: Providing Just Enough Support
Scaffolding means providing temporary support while a child develops a new skill.
When introducing multi-step word problems, you might:
Read the problem aloud together
Ask guiding questions
Highlight important information
Create models together
Think aloud while solving
The goal is not to do the thinking for your child but to support their thinking.
When to Reduce Scaffolding
As confidence grows, gradually remove supports.
Instead of asking every question, you might ask:
"What is your first read telling you?"
Rather than creating the model together, ask:
"How could you represent this problem?"
Eventually, students begin asking themselves the questions you once provided.
This is true mathematical independence.
Building Mathematical Thinkers
The ultimate goal is not simply getting the correct answer. We want children to become confident problem solvers who can reason through unfamiliar situations.
The Three Reads Method helps students develop habits that extend far beyond math:
Careful reading
Critical thinking
Perseverance
Strategic problem solving
When children learn to make sense of problems before solving them, they become stronger mathematicians and more confident learners.
The next time your child encounters a challenging word problem, resist the urge to jump straight to the computation. Instead, slow down, read three times, and allow understanding to guide the mathematics.
