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Can you solve this indices (exponents) equation correctly? In this video, we solve the mathematical expression: (18^r - 9^r) / 9^r = 7 This problem involves indices (exponents) and requires understanding how to simplify powers and factor expressions correctly. Many students struggle with exponent rules when numbers with powers appear in the same equation. In this tutorial, the problem is broken down step by step so you can clearly understand the method used to find the value of (r). If you enjoy solving challenging math expressions and improving your algebra skills, this video will help you strengthen your understanding of indices. 📚What You’ll Learn • How to simplify expressions involving indices • How to divide powers with the same base • How to factor exponent expressions • Step-by-step methods to solve exponent equations 👍 If you enjoy math challenges: ✅ Like the video 💬 Comment your answer before watching the solution 🔔 Subscribe to Math Act for more math challenges, algebra lessons, and step-by-step explanations. Let’s make mathematics simple and enjoyable. Indices,Exponents,Exponent Rules,Indices Math Problem,Solve for r,Math Challenge,Algebra Problem,Exponent Equation,Math Tutorial,Basic Algebra,Math Tricks,Math Brain Teaser,Mathematics Problem Solving,Learn Exponents,Indices Explained,Math for Students,Algebra Tutorial,Exponent Laws,Mathematics Challenge,Math Act #MathAct #Indices #Exponents #MathChallenge