Quick start
- Choose a domain and a template (or tap an example).
- Enter values with units (fractions and % are OK).
- Read the diagram, formulas, and checks.
Wizard
1) Domain
2) Template
Settings
Inputs
Enter numbers as 12, 0.25, 1/4, or 25%.
Diagram / table
Formulas & result
How it’s solved
Checks & tips
Share & export
FAQ
How should I organize a word problem?
How do I choose between part, whole, and rate in percent problems?
part = whole × rate. If you need the whole, compute whole = part ÷ rate. If you need the rate, compute rate = part ÷ whole.What does “per part” mean when splitting by ratio?
a+b). One part is total ÷ (a+b). Multiply that by a and b to get each share.Why is average speed total distance ÷ total time?
Why do salt-solution mixtures add solute amounts?
How can I avoid mistakes with unit conversion?
How to use Word Problem Wizard effectively
Pick the problem type first
Choose percent, ratio, speed, or concentration before you read the generated equation. That keeps the wording and the variable names matched to the school-style problem you are trying to solve.
Use the worked steps as a check
After you generate a problem, compare the wording, equation, and worked answer together. If one part feels off, regenerate once or switch the problem type instead of forcing a mismatched interpretation.
Best classroom workflow
Start with one direct example, then create a second variation that changes only one condition such as the percentage, ratio, speed, or concentration. This makes it easier to explain what changed and why the answer moved.
Common mistakes to avoid
Do not mix percent and decimal forms inside the same explanation, and do not switch units midway through a speed or concentration problem. If the wording feels unnatural, regenerate the prompt before sharing it with learners.