Less Is More: Scaffolded Math Problems
Discover scaffolded problems: math tasks where students have to figure out for themselves what information they need to find a solution.
Discover scaffolded problems: math tasks where students have to figure out for themselves what information they need to find a solution.
Typically, a math problem is presented as a long and fairly complex situation. First, the student has to read the text (which can be a challenge in itself), and then analyze it to figure out what information is needed to solve the problem.
In a scaffolded problem, the situation is much more stripped down. The student has to ask the teacher for the specific information needed and explain why they need it. If their reasoning is sound, the teacher gives them a mathematical clue.
A scaffolded problem isn’t just an application of mathematical concepts. Drawing on everyday life, it encourages students to develop new problem-solving strategies. Step by step, students piece the problem together—figuring out what information they need, calculating with it, then figuring out what they still need next.
For example: let’s say someone in a student’s family wants to plan a trip to Europe. To figure out the cost of the trip, the student would need to track down the necessary information. This means finding things like airfare, the number of hotel nights, and the distances between destinations. Scaffolded problems place students in exactly this kind of scenario. It teaches them to think about what information they need, rather than having it provided in advance.
The benefits to scaffolded problems include:
A scaffolded problem takes some preparation, but with the right approach, it can be a genuinely rich math-learning experience.
Before the activity, cut out the clues into individual strips. Each clue should have the same number of strips as there are groups in the class (each group should receive one copy of each clue).
Here’s how a scaffolded math problem typically unfolds in the classroom.


The primary goal of the scaffolded problem is to figure out the math problem by identifying what information is missing. Solving the problem isn't the main teaching goal—getting the correct answer is good, but it’s not the priority.
Here are some examples of conversations between a teacher and a student asking for a clue.
Example 1:
Teacher: What information do you need to solve this problem?
Student: I need to know how many students are in Ms. Jacoba’s class.
Teacher: Why do you need this data?
Student: Because I need to know how many students are going to eat ice cream.
Teacher: Great job! Here’s your clue!

Example 2:
Teacher: What information do you need now?
Student: I need to know the price of an ice cream.
Teacher: Why do you need this data?
Student: Because I need it to calculate how much the ice cream will cost in total.

