Fractions Platform | AS Consultancy & Training Ltd

🔑 Key Rule — Equivalent Fractions

Multiply the top AND bottom by the same number and the fraction stays equal.
e.g. 12 = 24 = 48 (all the same size!)

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Watch me show you equivalent fractions — two fractions that are the same size!

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🧠 Quick Check — Give It a Go!

Section 1 Complete! 🎉

🌟 Brilliant! You can now spot equivalent fractions!

🔑 Key Rule — Simplify a Fraction

Find the biggest number that goes into both top and bottom. Divide both by it.
e.g. 69 → both go into 3 → 23 ✓

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Let me show you how to simplify fractions step by step!

🧠 Quick Check — Give It a Go!

Section 2 Complete! 🎉

🌟 Excellent! You can now simplify any fraction!

🔑 Key Rule — Fraction of an Amount

Step 1: Divide the amount by the bottom number. Step 2: Multiply by the top number.
e.g. 23 of £90 → 90 ÷ 3 = 30 → 30 × 2 = £60

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Watch me work out a fraction of an amount — great for real-life maths!

🧠 Quick Check — Give It a Go!

Section 3 Complete! 🎉

🌟 Well done! You can now find a fraction of any amount!

🔑 Key Rule — Adding & Subtracting Fractions

The bottom numbers must match before you add or subtract.
Same bottoms → just add/subtract the tops. Different bottoms → find a common number first.

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Adding fractions is easy once you find a common denominator!

🧠 Quick Check — Give It a Go!

Section 4 Complete! 🎉

Brilliant work on Adding & Subtracting!

🔑 Key Rule — Multiplying Fractions

Top × top. Bottom × bottom. Then simplify if you can.
e.g. 23 × 34 = 612 = 12

✖️

Multiplying fractions is the easiest operation — just multiply straight across!

🧠 Quick Check — Give It a Go!

Section 5 Complete! 🎉

🌟 Superb! Multiplying fractions — easy as that!

🔑 Key Rule — Dividing Fractions (KFC)

Keep the first fraction. Flip the second one upside down. Change ÷ to ×.
e.g. 12 ÷ 14 → Keep 12, Flip to 41, Change to × = 2

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Remember KFC — Keep, Flip, Change! I'll show you exactly how it works.

🧠 Quick Check — Give It a Go!

Section 6 Complete! 🎉

🌟 Excellent! KFC will stay with you forever!

🔑 Key Rule — Mixed Numbers

Mixed number (e.g. 2½) has a whole part AND a fraction part.
To convert: whole × bottom, then add the top. e.g. 2½ → 2×2+1 = 5 → 52

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Mixed numbers have a whole part AND a fraction part — let me show you how to convert them!

🧠 Quick Check — Give It a Go!

Section 7 Complete! 🎉

🌟 Great work! Mixed numbers and improper fractions — done!

🔑 Key Rule — Comparing Fractions

Make the bottom numbers the same, then the bigger top number wins.
e.g. Which is bigger, 34 or 58? → 68 vs 58 → 34 wins! ✓

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Which fraction is bigger? Convert them to the same denominator and compare!

🧠 Quick Check — Give It a Go!

All Sections Complete! 🏆

🌟 AMAZING! You've covered every single fractions topic!

⚡ Speed Challenge!

5 questions · 3 minutes · How fast can YOU go? 🚀

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