February 2019 0 33 Report
Ciąg( an) o wyrazach dodatnich jest określony wzorem rekurencyjnym
 \left \{ {{ a_{1} =3} \atop { log_{3} a_{n+1} = log_{3}a_{n} +1 }} \right.
Wykaż że  \lim_{n \to \infty} \frac{log _{3} a_{n+1} }{log _{3} a_{n} } =1

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