Multi Step Word Problems
Part of the Math for Young Minds curriculum — designed for neurodivergent students, grounded in real-world examples.
📋 Session plan (for teachers)
Session 4 — Multi-step word problems
Grade 3 · Math for Young Minds Total time: ~22 minutes Common Core: 3.OA.D.8 Today's idea: Some problems take two steps. We make a plan before we solve.
What students will be able to do
By the end of this session, the student can:
- Read a word problem and say what's being asked.
- Plan two steps: which operation comes first, which comes second.
- Use multiplication and division together in one problem.
- Check whether the answer makes sense.
Materials
- Worksheet (one per student)
- Pencils
- Optional: counters or scratch paper for sketching
Substitution: If you don't have counters, scratch paper is plenty. Students can draw dots, circles, or tally marks to picture the groups.
New words
| Word | Meaning we use in class |
|---|---|
| word problem | A math problem written as a small story. |
| step | One part of a plan — like one piece of a recipe. |
Heads-up — common confusions
- Kids often jump to an answer before finding the question. Slow them down: "What is the problem asking?"
- They may mix up which operation comes first. Have them say the plan out loud before they compute.
- After two steps, some kids forget what the final number means. Ask: "What does that 16 stand for?"
- They may not notice silly answers (100 cookies per kid!). Build a habit: "Does that make sense?"
Plan
1 · Hello & today's idea — 2 min
"Today we're planning a class party in our heads. Party problems usually take more than one step — first you buy the snacks, then you share them."
Write on the board:
Step 1 → Step 2 → Answer
"A word problem is a math problem written as a small story. A step is one part of the plan."
2 · Hands-on explore (together) — 6 min
Read Problem 1 out loud, slowly:
"There are 24 cookies in 3 boxes. The teacher splits them among 4 friends. How many cookies does each friend get?"
Before solving, ask:
"What is the problem asking?"
Wait. Let a student say it: "How many cookies each friend gets." Underline that on the board.
Now plan together:
"What do we know? 24 cookies total. 4 friends. What should we do?"
Let students suggest. Write the plan on the board:
Step 1: 24 ÷ 4 = 6
Step 2: Each friend gets 6 cookies.
"The 3 boxes were in the story — but we didn't need that piece to answer. Sometimes a story has extra information."
Then check:
"Does 6 cookies per friend make sense? Yes — not too many, not too few."
3 · Connect to the math — 3 min
Name the move.
"With a two-step problem, we make a plan first. Step 1, then Step 2. Then we ask — does the answer make sense?"
Write the routine on the board and leave it up:
1. What is the problem asking?
2. Step 1 — what do I do first?
3. Step 2 — what do I do next?
4. Does my answer make sense?
"Every problem today, we follow these four moves."
4 · Practice with support — 9 min
Pass out the worksheet. Students work Problem 2 and Problem 3 on their own. Circulate.
Problem 2 (solo): "A pack has 5 stickers. You buy 3 packs and share all the stickers equally with 5 friends. How many stickers does each friend get?"
- Step 1: 3 × 5 = 15 stickers
- Step 2: 15 ÷ 5 = 3 each
Problem 3 (solo): "There are 6 tables in the room. Each table has 4 chairs. If 8 chairs are empty, how many chairs are filled?"
- Step 1: 6 × 4 = 24 chairs total
- Step 2: 24 − 8 = 16 filled
If a student is stuck, point at the four-move list on the board. Ask: "What is it asking?" That one question usually unsticks them.
Problem 4 (stretch): "Design your own two-step problem about a class party. Trade with a partner and solve theirs."
Look for a clear two-step structure — not just one operation.
5 · What we did + Try at home — 2 min
"Today you learned that some word problems take two steps. We plan first, then solve, then check."
Send home the take-home:
"Make up a two-step word problem about something at home — cooking, chores, toys. Tell it to a grown-up and solve it together."
Observation rubric — what to notice in this session
Use this during the session, not as a test. One observation per student is plenty.
| Where the student is | What you'd see |
|---|---|
| Developing | Jumps to an answer without naming the question. May do only one of the two steps, or mix up the order. |
| Using | Identifies what the problem is asking, writes both steps in order, and gets the right answer. |
| Extending | Notices extra information that isn't needed. Checks if the answer makes sense. Writes a clean two-step problem of their own. |
No fail state. "Developing" today is "using" next week.
What's next (Session 5)
Building on this, Session 5 — Fractions as numbers (on the number line) slows down and meets fractions — not as "less than 1", but as real numbers that live on the number line.
✏️ Worksheet (for students)
Math for Young Minds · Grade 3
Session 4 — Multi-step word problems
[ Hello ] → [ Explore ] → [ Connect ] → [ Practice ← we are here ] → [ Try at home ]
Today's big idea
Some problems need two steps. First find one thing, then use it to find the answer.
Before you start, ask: What is the question asking?
Example we did together
There are 24 cookies in 3 boxes (same in each). The teacher splits them among 4 friends. How many cookies does each friend get?
Step 1: 24 cookies ÷ 4 friends = 6
Step 2: Check — does 6 cookies per friend make sense? ✓
Each friend gets 6 cookies.
Always ask: Does my answer make sense? (100 cookies per kid? No way!)
Problem 1 — together
There are 24 cookies in 3 boxes (equal). The teacher splits them among 4 friends.
How many cookies does each friend get?
Plan your two steps in the box:
┌─────────────────────────────────────────────────────────┐
│ Step 1: │
│ │
│ │
│ │
│ Step 2: │
│ │
│ │
│ │
└─────────────────────────────────────────────────────────┘
Each friend gets ____ cookies.
Problem 2 — on your own
A pack has 5 stickers. You buy 3 packs. You share all the stickers equally with 5 friends.
How many stickers does each friend get?
┌─────────────────────────────────────────────────────────┐
│ Step 1: How many stickers in total? │
│ │
│ ____ × ____ = ____ │
│ │
│ │
│ Step 2: Share them with 5 friends. │
│ │
│ ____ ÷ ____ = ____ │
│ │
└─────────────────────────────────────────────────────────┘
Each friend gets ____ stickers.
Problem 3 — on your own
There are 6 tables in the room. Each table has 4 chairs. 8 chairs are empty.
How many chairs are filled?
┌─────────────────────────────────────────────────────────┐
│ Step 1: How many chairs in total? │
│ │
│ ____ × ____ = ____ │
│ │
│ │
│ Step 2: Take away the empty chairs. │
│ │
│ ____ − ____ = ____ │
│ │
└─────────────────────────────────────────────────────────┘
There are ____ filled chairs.
Does it make sense? (More than 24? Less than 0? No!) ✓ / ✗
Problem 4 — stretch
Design your own two-step problem about a class party.
Write your story below. Then trade with a partner and solve theirs!
┌─────────────────────────────────────────────────────────┐
│ My problem: │
│ │
│ │
│ │
│ │
│ │
│ Step 1: │
│ │
│ Step 2: │
│ │
│ Answer: ____ │
└─────────────────────────────────────────────────────────┘
Hint: a good two-step problem needs two math moves, not one.
Today's words
| Word | What it means |
|---|---|
| word problem | A math problem written as a small story |
| step | One part of a plan — like one piece of a recipe |
Try at home tonight (1 minute)
Make up a two-step word problem about something at home — cooking, chores, or toys. Tell it to a grown-up and solve it together.
Some ideas to get you started:
- Plates: 4 people each use 2 plates. How many plates total?
- Brushing teeth: 2 minutes morning + 2 minutes night, for a whole week. How many minutes?
- Marbles: 3 bags of 6 marbles, shared between 2 kids. How many each?
- Socks: 5 pairs of socks in the drawer. How many single socks?
- Snacks: 4 packs of crackers, 6 in each pack, eat 5. How many left?
Tell your grown-up both steps, not just the answer!
Next time: fractions live on the number line — they're real numbers, just like 1, 2, 3.
🏠 Family guide (for parents)
Math for Young Minds · Grade 3 · Session 4
A note for grown-ups: today we worked on two-step word problems
What your child did today
In class today, we worked on word problems that take more than one step to solve.
The big idea: a word problem is a small story, and the plan to solve it has more than one piece — like a recipe.
We used a class party as our setting — snacks bought in packs, then shared among friends. Your child practiced reading carefully, figuring out what the question is actually asking, and deciding which math step to do first and which to do second. We also practiced checking: does this answer make sense?
Why this matters
Two-step problems are where reading and math meet. The hardest part isn't the arithmetic — it's slowing down enough to ask, "What is this story actually asking me?" That habit pays off for years. We're not racing. Understanding the question comes before getting the answer, and that order matters.
🏠 Try this tonight (1 minute)
Make up a two-step word problem together about something at home. Your child tells it, and you solve it together.
A short script:
- "Make me a math story with two steps."
- "What's the question asking?"
- "What do we figure out first? What do we figure out second?"
- "Does that answer make sense?"
Easy starters around the house:
| Setting | Two-step idea |
|---|---|
| Dinner table | 4 people eat 2 plates each — how many plates total? |
| Brushing teeth | 2 minutes morning and night for a week — how many minutes? |
| Toys | 3 bags of 6 marbles, shared between 2 kids — how many each? |
If your child jumps to an answer, that's okay — just ask, "How did you get there? What was step one?"
Words your child is learning
- Word problem — a math problem written as a small story
- Step — one part of a plan, like one piece of a recipe
If your child says…
"This is easy." Great. Ask them to invent a harder version with bigger numbers, or with three steps instead of two. Have them explain each step out loud.
"This is hard." Also great. Slow way down. Read the problem together, one sentence at a time. Ask, "What are we trying to find out?" before doing any math. Sketching on scratch paper helps too. There's no timer here.
"I don't want to." Fair. Try flipping it — let them make up the story and quiz you. Get one wrong on purpose and let them catch it. Sometimes being the teacher is more fun than being the student.
What's next
In our next session, we slow down and meet fractions — not as "less than 1", but as real numbers that live on the number line. It's a big shift, and we'll take our time with it.
Thanks for taking a minute tonight. These small kitchen-table moments are where math lives.
— Math for Young Minds
🔑 Cheat sheet (visual)
🔑 Two steps → one answer
The big idea
┌─────────┐ ┌─────────┐
│ STEP 1 │ ───▶ │ STEP 2 │ ───▶ ✅ answer
└─────────┘ └─────────┘
A word problem is a math problem written as a small story. A step is one part of the plan.
Picture 1 — Stickers at the party
A pack has 5 stickers. You buy 3 packs. Share with 5 friends. How many each?
STEP 1: put them together
┌─────┐ ┌─────┐ ┌─────┐
│⭐⭐⭐⭐⭐│ │⭐⭐⭐⭐⭐│ │⭐⭐⭐⭐⭐│
└─────┘ └─────┘ └─────┘
3 × 5 = 15 stickers
STEP 2: share equally
🧒: ⭐⭐⭐ 🧒: ⭐⭐⭐ 🧒: ⭐⭐⭐ 🧒: ⭐⭐⭐ 🧒: ⭐⭐⭐
15 ÷ 5 = 3 each ✅
Picture 2 — Chairs in the room
6 tables, 4 chairs each. 8 are empty. How many are filled?
STEP 1: total chairs
🪑🪑🪑🪑 🪑🪑🪑🪑 🪑🪑🪑🪑
🪑🪑🪑🪑 🪑🪑🪑🪑 🪑🪑🪑🪑
6 × 4 = 24 chairs
STEP 2: take away the empty ones
24 − 8 = 16 filled ✅
How to plan a two-step problem
┌──────────────────────────────┐
│ 1. What is being asked? │ ← circle it
│ 2. What do I do FIRST? │ ← step 1
│ 3. What do I do NEXT? │ ← step 2
│ 4. Does my answer make sense?│ ← check!
└──────────────────────────────┘
Does the answer make sense?
| ✅ Makes sense | ❌ Something's off |
|---|---|
3 stickers per friend |
100 cookies per kid 🤔 |
16 chairs filled out of 24 |
30 chairs filled out of 24 |
| number fits the story | number is way too big or too small |
Try this in your head
24 cookies in 3 boxes. Split among 4 friends. How many each?
🍪🍪🍪🍪🍪🍪🍪🍪 (box 1)
🍪🍪🍪🍪🍪🍪🍪🍪 (box 2)
🍪🍪🍪🍪🍪🍪🍪🍪 (box 3)
share with 4 friends → 🧒 🧒 🧒 🧒
➤ ____ ÷ ____ = ____ cookies each
Answer:
24 ÷ 4 = 6🍪