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
select
default:"standard"
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:select
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 (=)
switch
default:"false"
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
default:""
Text displayed before the input field. Useful for units or context.
text
default:""
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
select
default:"Correct"
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.
slider
default:"0"
The number of attempts the learner can make before the question is locked (0–3). Set to 0 for unlimited attempts.
slider
default:"5"
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”)