Respuesta :

mpanderla95
1. √45n^5 = √ 9 * √5 * √n^5 = 3 * n * n * √n * √5 = 3n^2√5n
2. √75 + √3 = √15 * √3 + √3 = √5 * √3 * √3 + √3 = 3√5 + √3
3. √7 (√14 + √3) = √7 * √14 + √7 * √3 = √7 * √7 * √2 + √7 * √3 = 7√2 + 7√3

I believe these are the solutions
flacateca

Answer:

  • √45n^5
  • [tex] \sqrt{45n} ^{5} [/tex]

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