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Add. Write your answer in simplest form.\newline95+1059\sqrt{5} + 10\sqrt{5}

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Q. Add. Write your answer in simplest form.\newline95+1059\sqrt{5} + 10\sqrt{5}
  1. Combine like terms: Combine like terms by adding the coefficients of 5\sqrt{5}.95+105=(9+10)×59\sqrt{5} + 10\sqrt{5} = (9 + 10) \times \sqrt{5}
  2. Perform coefficient addition: Perform the addition of the coefficients.\newline(9+10)×5=19×5(9 + 10) \times \sqrt{5} = 19 \times \sqrt{5}
  3. Check for further simplification: Since there are no like terms left to combine and the square root cannot be simplified further, the expression is already in its simplest form. \newline19×5=19519 \times \sqrt{5} = 19\sqrt{5}

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