• Matéria: Matemática
  • Autor: samirasalvadorespanh
  • Perguntado 4 anos atrás

o valor de x para quê
 \sqrt{x +  \sqrt{12 +  \sqrt{5 +  \sqrt{121} } } }
seja igual a 5 é:
a) 21
b) 22
c) 23
d)24
e)25

Respostas

respondido por: elizeugatao
1

\sqrt{\text x+\sqrt{12+\sqrt{5+\sqrt{121}}}} = 5 \\\\ \sqrt{\text x+\sqrt{12+\sqrt{5+11}}} = 5 \\\\ \sqrt{\text x+\sqrt{12+\sqrt{16}}} = 5 \\\\ \sqrt{\text x+\sqrt{12+4}} = 5 \\\\ \sqrt{\text x+\sqrt{16}} = 5  \\\\ \sqrt{\text x+4} = 5  \\\\ \text x+4= 5^2 \\\\ \text x=25-4 \\\\ \huge\boxed{\ \text x = 21\ }\checkmark

letra a

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