求极限lim (3^n+1-2^n+1)/(3^n+2^n)
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求极限lim(3^n+1-2^n+1)/(3^n+2^n)求极限lim(3^n+1-2^n+1)/(3^n+2^n)求极限lim(3^n+1-2^n+1)/(3^n+2^n)lim(3^n+1-2^n
求极限lim (3^n+1-2^n+1)/(3^n+2^n)
求极限lim (3^n+1-2^n+1)/(3^n+2^n)
求极限lim (3^n+1-2^n+1)/(3^n+2^n)
lim (3^n+1-2^n+1)/(3^n+2^n)
=lim (3-2×(2/3)^n)/(1+(2/3)^n)
=(3-0)/(1+0)
=3
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