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limn→∞(a+bn−1a)n \large \displaystyle \lim_{n \to \infty} \left(\dfrac{a+\sqrt[n]{b}-1}{a}\right)^{n} n→∞lim(aa+nb−1)n
Calculate the limit above in terms of aaa and bbb, where aaa and bbb are constants with b≥0b\geq0 b≥0.
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