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Simplify the fraction completely. If the fraction does not simplify, submit the fraction in its current form. (6x^(2))/(7x^(3)) Answer:

Simplify the fraction completely. If the fraction does not simplify, submit the fraction in its current form.\newline6x27x3 \frac{6 x^{2}}{7 x^{3}} \newlineAnswer:

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Q. Simplify the fraction completely. If the fraction does not simplify, submit the fraction in its current form.\newline6x27x3 \frac{6 x^{2}}{7 x^{3}} \newlineAnswer:
  1. Identify Factors: Identify common factors in the numerator and the denominator.\newlineThe numerator is 6x26x^2 and the denominator is 7x37x^3. Both terms have a common factor of x2x^2.
  2. Simplify Fraction: Simplify the fraction by canceling out the common factors.\newlineDivide both the numerator and the denominator by x2x^2.\newline(6x2)/(7x3)=(6/7)(x2/x3)=(6/7)(1/x)(6x^2)/(7x^3) = (6/7)(x^2/x^3) = (6/7)(1/x).
  3. Write Final Form: Write the final simplified form of the fraction.\newlineAfter canceling out the common x2x^2, we are left with 67x\frac{6}{7x}.

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