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Simplify. Express your answer using positive exponents. \newline3j9j\frac{3j^9}{j}

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Q. Simplify. Express your answer using positive exponents. \newline3j9j\frac{3j^9}{j}
  1. Write Expression: Write down the given expression.\newlineThe given expression is 3j9j\frac{3j^9}{j}. We need to simplify this expression by dividing the terms.
  2. Apply Quotient Rule: Apply the quotient rule for exponents.\newlineWhen dividing powers with the same base, subtract the exponents.\newline3j9j=3×(j9j1)=3×j9−1=3×j8\frac{3j^9}{j} = 3 \times \left(\frac{j^9}{j^1}\right) = 3 \times j^{9-1} = 3 \times j^8
  3. Simplify Expression: Simplify the expression.\newlineNow that we have applied the exponent rule, we can simplify the expression to its final form.\newline3×j8=3j83 \times j^8 = 3j^8

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