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Simplify. Express your answer using positive exponents. \newline3n3n\frac{3n^3}{n}

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Multiply powers: variable basesright chevron icon

Full solution

Q. Simplify. Express your answer using positive exponents. \newline3n3n\frac{3n^3}{n}
  1. Rewrite as Fraction: Simplify the expression 3n3/n3n^3/n. Start by rewriting the division as a fraction.\newlineCalculation: 3n3n\frac{3n^3}{n}
  2. Apply Exponent Laws: Apply the laws of exponents to simplify n3/nn^3/n.\newlineReasoning: n3/n=n3−1=n2n^3/n = n^{3-1} = n^2.\newlineCalculation: 3n23n^2

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