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Simplify the fraction completely. If the fraction does not simplify, submit the fraction in its current form. (11x^(3))/(10x^(3)) Answer:

Simplify the fraction completely. If the fraction does not simplify, submit the fraction in its current form.\newline11x310x3 \frac{11 x^{3}}{10 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.\newline11x310x3 \frac{11 x^{3}}{10 x^{3}} \newlineAnswer:
  1. Identify common power of x: To simplify the fraction (11x3)/(10x3)(11x^{3})/(10x^{3}), we need to divide both the numerator and the denominator by the highest power of xx that is common to both, which in this case is x3x^{3}.
  2. Divide numerator and denominator: Dividing both the numerator and the denominator by x3x^{3}, we get (11x3x3)/(10x3x3)(\frac{11x^{3}}{x^{3}})/(\frac{10x^{3}}{x^{3}}).
  3. Simplify the fraction: Simplifying the fraction further, we get 1110\frac{11}{10}, since x3/x3x^{3}/x^{3} equals 11.

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