what is exact limit ?
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We can start from the limit:
limx→∞(1+1x)x=e
Consider now:
limx→∞(1+3x)x
and substitute x=3y to have:
limx→∞(1+3x)x=limy→∞(1+33y)3y=limy→∞((1+1y)y)3=e3
Then the sequence we obtain in the particular case where y=n converges to the same limit.
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