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Simplify. Express your answer using positive exponents. \newline8j5(8j6)(j)\frac{8j^5}{(8j^6)(j)}

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Q. Simplify. Express your answer using positive exponents. \newline8j5(8j6)(j)\frac{8j^5}{(8j^6)(j)}
  1. Rewrite expression: Simplify the expression 8j5/(8j6)(j)8j^5/(8j^6)(j). Start by rewriting the expression with all terms in the numerator and denominator clearly separated.\newline8j58j6⋅j\frac{8j^5}{8j^6 \cdot j}
  2. Combine terms: Combine the terms in the denominator. Multiply the coefficients and add the exponents of jj.8j58⋅j6+1\frac{8j^5}{8 \cdot j^{6+1}}8j58j7\frac{8j^5}{8j^7}
  3. Divide coefficients: Simplify the expression by dividing the coefficients and subtracting the exponents of jj in the numerator and the denominator.88×j(5−7)\frac{8}{8} \times j^{(5-7)}1×j−21 \times j^{-2}
  4. Express with positive exponents: Express the answer using positive exponents by moving j−2j^{-2} to the denominator.1j2\frac{1}{j^2}

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