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Solving Exponent Problems - 3^(x–1) × 3^(2x+1) = 27^y

TabletClass Math via YouTube

Overview

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Learn to solve a challenging exponent equation involving the expression 3^(x–1) × 3^(2x+1) = 27^y through step-by-step instruction in this 15-minute mathematics tutorial. Master the essential rules of exponents by applying exponent addition when multiplying like bases, rewriting numbers such as 27 as powers of 3, and solving for variables in exponents while avoiding common mistakes that trip up many students. Discover systematic approaches to tackle similar exponential equations that frequently appear in Algebra 1, Algebra 2, and standardized tests including the SAT, ACT, and GED. Practice fundamental algebraic skills through detailed explanations that break down each step of the solution process, making this content ideal for middle and high school students, homeschoolers reviewing exponent rules, and anyone preparing for standardized mathematics assessments.

Syllabus

Can You Solve This Exponent Problem? 3^(x–1) × 3^(2x+1) = 27^y

Taught by

TabletClass Math

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