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Shared June 20, 2026
How to Simplify Powers with the Same Base | Properties of Powers (2nd Year of Secondary Education)
Powers Exercise Solved Step by Step | Multiplying and Dividing Powers
Simplifying Exponential Expressions Using Properties of Powers
Operations with Powers: Base Transformation and Laws of Exponents
How to Solve 2^8 . 4^3 / 8^2? Powers Exercise Explained Step by Step
Powers with Different Bases: Convert Everything to Base 2 and Simplify Easily
Do you get confused when you see powers with different bases? Don't worry! In this #Shorts, I'll show you the ultimate trick to solve the expression 2^8 . 4^3 / 8^2 super fast and without using a calculator.
The key to this math exercise is to factor the 4 and the 8 so that they are all in base 2 (4 = 2^2 and 8 = 2^3). Then, we just apply the laws of exponents to multiply and divide powers.
A classic algebra entrance exam question!
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#MostaProfe #Mathematics #Powers #LawsOfExponents #Algebra #MathTricks #MathShorts #LearnMath
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