6 Let (an) be a numerical sequence such that a,>0 and Then (A) = an nD0 (B) lim (a,) = 0 (C) the series sin(a,) is convergent n=0 00 D) the series (tan(a,) + cos(a,)) is convergent n=D0 5

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6 Let (an) be a numerical sequence such that a,>0 and =
Then
(A) E==
an
n=0
(B) lim (a,)* = 0
%3D
00+-u
00
(C) the series sin(a,) is convergent
n=0
00
(D) the series) (tan(an) + cos(a,n)) is convergent
n=0
Transcribed Image Text:6 Let (an) be a numerical sequence such that a,>0 and = Then (A) E== an n=0 (B) lim (a,)* = 0 %3D 00+-u 00 (C) the series sin(a,) is convergent n=0 00 (D) the series) (tan(an) + cos(a,n)) is convergent n=0
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