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Simplify. Write your answer using whole numbers and variables. \newline13dd2+4d\frac{13d}{d^2 + 4d}

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Q. Simplify. Write your answer using whole numbers and variables. \newline13dd2+4d\frac{13d}{d^2 + 4d}
  1. Simplify Fraction: Simplify the expression 13d/d2+4d13d/d^2 + 4d\newlineFirst, we need to simplify the fraction 13d/d213d/d^2. To do this, we divide the numerator by the denominator.\newline13d/d2=13/d13d/d^2 = 13/d
  2. Combine Terms: Combine the simplified fraction with the remaining term 4d4d Now we have 13d+4d\frac{13}{d} + 4d. Since 4d4d can be written as 4d1\frac{4d}{1}, we need to find a common denominator to combine these terms. However, since dd is in the denominator of the first term and in the numerator of the second term, we cannot directly combine them.
  3. Write Final Expression: Write the final simplified expression\newlineThe expression 13d+4d\frac{13}{d} + 4d is already in its simplest form because the terms do not have a common denominator and cannot be combined further.

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