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Simplify. Write your answer using whole numbers and variables.\newlinem9m29m\frac{m - 9}{m^2 - 9m}

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Q. Simplify. Write your answer using whole numbers and variables.\newlinem9m29m\frac{m - 9}{m^2 - 9m}
  1. Identify Terms: First, let's write down the expression clearly and identify like terms.\newlineExpression: m9m29mm - \frac{9}{m^2} - 9m\newlineWe notice that there is a common term mm that we can factor out.
  2. Factor Out Common Term: Factor out the common term mm from the expression.m(19m39)m(1 - \frac{9}{m^3} - 9)
  3. Simplify Inside Parentheses: Now, simplify the expression inside the parentheses. \newline19m391 - \frac{9}{m^3} - 9 can be simplified by combining like terms. \newlineHowever, we notice that there is a mistake in the previous step. The term 9m2\frac{9}{m^2} should not have been changed to 9m3\frac{9}{m^3} when factoring out mm.

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