Equation Questions support multiple input fields, allowing learners to solve for more than one unknown in a single equation.
When to use Equation Questions
Equation questions work well for:- Basic arithmetic practice (addition, subtraction, multiplication, division)
- Missing number problems (e.g., 5 + ☐ = 12)
- Balance equations and equivalence
- Order of operations practice
- Early algebraic thinking
Settings
Layout settings
The visual arrangement of the equation terms.
Equation terms
Each equation is built from a sequence of terms. You can add, remove, and configure each term:The type of each term in the equation:
- Number: A numeric value (can be fixed or an input field)
- Operator: A mathematical operator (+, −, ×, ÷)
- Equals: The equals sign (=)
When enabled, the term becomes an input field that learners must complete. When disabled, the value is displayed as a fixed part of the equation.
Text displayed before the input field. Useful for units or context.
Text displayed after the input field. Useful for units like “cm” or “kg”.
Operators
When adding an operator term, you can enable one or more operators:- Plus (+): Addition
- Minus (−): Subtraction
- Multiply (×): Multiplication
- Divide (÷): Division
Answer and Marking
For each input field in the equation:- Set the correct answer value
- Optionally add alternative accepted answers (e.g., equivalent fractions)
Response settings
Determines when the question is considered complete:
- Correct: The learner must answer correctly to proceed.
- Answered: Any response is accepted; correctness isn’t required.
- Optional: The learner can skip the question entirely.
The number of attempts the learner can make before the question is locked (0–3). Set to 0 for unlimited attempts.
The experience points awarded for answering the question correctly (0–10).
Tips for teachers and parents
Best practices:- Start with simple equations (one unknown) before progressing to multiple unknowns
- Use the prefix/suffix fields to add context (e.g., ”$” prefix for money problems)
- Create “find the missing number” problems by placing the input field in different positions
- Build fact families by creating related equations (e.g., 3 + 4 = ☐, 4 + 3 = ☐, 7 − 3 = ☐)
- Use multiple accepted answers when equivalent values are valid (e.g., “6” and “6.0”)