Ref for convergent lom to (Xn)neN ) Xx = lim X cL C1), LER. %3D n→め Strow for any sequen ce of positeve rumbers (Xn)nEN → d >0, na, we get lim m T*K = lim Xn.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 49E
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Please Solve (Cesaro Limit)..Thanku

Ref for convergent
(Xn)neN )
lom to
2
Xx = lim X =L (C1), LER.
n→め
K=1
Strow for any sequen ce of positive rumbers
→ C >0 ,
(Xn)nEN
n→ 0, we get
lim
4
lim Xn.
XK
ご
Transcribed Image Text:Ref for convergent (Xn)neN ) lom to 2 Xx = lim X =L (C1), LER. n→め K=1 Strow for any sequen ce of positive rumbers → C >0 , (Xn)nEN n→ 0, we get lim 4 lim Xn. XK ご
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