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Insights, tips, and strategies for learning and teaching fractions
Equivalent fractions look different but represent the same value. Here's what they are, how to find them, how to check them visually, and why they matter for adding fractions.
Multiplying fractions is the simplest fraction operation once you know the rule. Here's how it works, why it works, and how to handle mixed numbers and whole numbers.
Adding fractions with the same denominator is straightforward. The tricky part is unlike denominators. Here's the step-by-step method that always works.
There are four reliable ways to compare fractions: visual models, common denominators, cross-multiplication, and decimal conversion. Here's when to use each one.
Dividing fractions sounds hard until you learn keep-change-flip. Here's what it means, why it actually works, and how to use it without making the common mistakes.
Converting a fraction to a decimal is just one division problem. Here's exactly how to do it, why some decimals repeat, and how to reverse the process.
A visual fraction model is just a picture that shows what a fraction means. Here are the three main types, when to use each one, and how they make fractions click.
Simplest form just means a fraction where no number can divide both the top and bottom evenly. Here's exactly what that means and how to get there.
Before jumping into math problems, you need to know exactly what a numerator and denominator are actually doing.
Why handing your kid a workbook full of equivalent fractions is the worst way to start, and what to do instead.
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