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Simplify the expression.\newline5m2+7m2m92m2m95m^2+\frac{7m}{2m-9} - \frac{2m}{2m-9}

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Q. Simplify the expression.\newline5m2+7m2m92m2m95m^2+\frac{7m}{2m-9} - \frac{2m}{2m-9}
  1. Simplify Expression: Step Title: Simplify the Expression\newlineConcise Step Description: Combine the two fractions since they have the same denominator.\newlineCalculation: (5m2+7m2m)/(2m9)(5m^2 + 7m - 2m) / (2m - 9)\newlineMath Error Check:
  2. Combine Like Terms: Step Title: Combine Like Terms\newlineConcise Step Description: Combine the like terms in the numerator.\newlineCalculation: (5m2+5m)/(2m9)(5m^2 + 5m) / (2m - 9)\newlineMath Error Check:
  3. Factor Numerator: Step Title: Factor the Numerator\newlineConcise Step Description: Factor out the greatest common factor in the numerator.\newlineCalculation: m(5m+5)(2m9)\frac{m(5m + 5)}{(2m - 9)}\newlineMath Error Check:
  4. Simplify Further: Step Title: Simplify the Numerator Further\newlineConcise Step Description: Factor out the common factor of 55 in the numerator.\newlineCalculation: 5m(m+1)(2m9)\frac{5m(m + 1)}{(2m - 9)}\newlineMath Error Check: