Find the sum of the following convergent series. lim 348 lim 348 11 11 Σ [tan² (2n-1) - tan²¹ (2n + 3)] n=o tan (-1) + tan¹ (1)-tan¹ (2n+1)-tan¹ (2n+3)] -1 - tan ² (2n+1) - tan²¹ (2n+3) how L ??

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter9: Sequences, Probability And Counting Theory
Section9.4: Series And Their Notations
Problem 10TI: Determine whether the sum of the infinite series is defined. 24+(12)+6+(3)+
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I. Find the sum of the following convergent series.
lim
=
348
lim
lim
846
Σ [tan² (2n-1) - tan²¹ (2n+ 3)]
-1
n=0
tan^^(-1) + tan²¹ (1) − tan¹ (2n+1) − tan²¹ (2n + 3)]
[− tan ³¹ (2n+1) – tan´²¹ (2n+3) ]
-
howo
lim
tan² (2n+1) -
tan ¹ (2n+3)
348
??
Transcribed Image Text:I. Find the sum of the following convergent series. lim = 348 lim lim 846 Σ [tan² (2n-1) - tan²¹ (2n+ 3)] -1 n=0 tan^^(-1) + tan²¹ (1) − tan¹ (2n+1) − tan²¹ (2n + 3)] [− tan ³¹ (2n+1) – tan´²¹ (2n+3) ] - howo lim tan² (2n+1) - tan ¹ (2n+3) 348 ??
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