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The limit of the series in(n) x arcsin is n=1 n+1 the series 2 n=0
The limit of the series In(n) x arcsin is n=1 n+1 The series 2 n=0
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Anuj s. Best Answer
solution
I cant understand the n tends to infinity part
its is solved by root test
What happened to ln(2)
And denominator part how it changed to 2^n+1 to 2^n
at denominator as n tends to infinity then 2^n+1 change to 2^n because we ignore the +1 for example , take n=10 u get 10ln(2)/1025 which is nearly equal to 10ln(2)/1024
at root test , ln(2) is cancelled out. take common from an+1/an
.root test
2^n +1