It 2-3 n-3-5n-3-3n-4-5n-A- 2-3B- -3-4- 0

The correct option is B x→ 1Lt2.3^n 3.5^n/3.3^n+4.5^n =x→ 1Lt5^n(2(3/5 )^n 3 )/5^n(3(3/5 )^n+4 ) As n→∞ ,(3/5 )^n → 0 = 3/4 ...

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Arithmetic Progression

It 2.3 n-3.5n...

Question

$l t n \to \infty \frac{{2.3}^{n} - {3.5}^{n}}{{3.3}^{n} + {4.5}^{n}} =$

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