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\[\lim_{n \rightarrow ∞}\frac{ 5*7^{n}-8^{n} }{ 7^{n}+8^{n+1} }\]
as n approaches infinity
@waterineyes @emmigrace222 @rnd @terenzreignz @iTiaax @One098 @prowrestler @Skyz @ganeshie8 @jhonyy9 @ksaimouli @Loser66 @Mashy
This is nice way to gather all OS members at one post.. :P
One thing we can do here: Take \(8^n\) common from both numerator and denominator and cancel it..
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\[\lim_{n \to \infty} \frac{5 \cdot (\frac{7}{8})^n - 1}{(\frac{7}{8})^n + 8}\]
-1/8 ??
thx @waterineyes
You are welcome dear.. :)
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