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Staring at huge exponents like 2015 and 2013 can be intimidating but there's always a pattern! In this video, I simplify the massive expression (3^{2015} + 3^{2013}) / 9^{1006} completely in my head, showing you the systematic 3-step process that turns it into a simple number. This problem is a classic test of your exponent rules and algebraic factoring skills. You'll learn how to: 🔹 Step 1: Rewrite the denominator in terms of the same base (3). 🔹 Step 2: Factor the numerator strategically to reveal a common factor. 🔹 Step 3: Cancel and simplify using the laws of exponents. The final answer is satisfyingly clean and doesn't require any calculator. It's all about seeing the structure behind the big numbers! Try it yourself first, then watch to see if you got it right! Don't forget to: LIKE if you were surprised by the final answer! 👍 SUBSCRIBE for more math tricks that make hard problems easy! 🔔 COMMENT below how long it took you to spot the factoring move! #math #exponents #algebra #simplify #mathtrick #hugeexponents #factoring #mathchallenge #nocalculator #mentalmath #exponentrules #matholympiad #mathskills #numbertheory