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Consider the series too such that the general term of k=1 the sequence of partial sums is: 5T+1.(4n-1) Sn 16 16 So the exact value of: 5 k=5 4+5.5+ 5°.6 + ..+ 540 . 40 corresponds to: 541.159 53.7 (e 16 16 5. 11 540 155 b) 16 16 540 155 c) 16 16 5-11 541 159 d) 16 16

Consider the series too such that the general term of k=1 the sequence of partial sums is: 5T+1.(4n-1) Sn 16 16 So the exact value of: 5 k=5 4+5.5+ 5°.6 + ..+ 540 . 40 corresponds to: 541.159 53.7 (e 16 16 5. 11 540 155 b) 16 16 540 155 c) 16 16 5-11 541 159 d) 16 16

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Consider the series such that the general term of k=1 the sequence of partial sums is: 5+1.(4n-1) Sn 16 16 So the exact value of: 40 5 k 5 4+5" . 5 + 5° . 6 + - - + 540 . 40 corresponds to: 541 159 a) 53.7 16 16 540 · 155 54 11 16 16 540 c) 53.7 155 16 16 541.159 5 11 16 16
Transcribed Image Text:Consider the series such that the general term of k=1 the sequence of partial sums is: 5+1.(4n-1) Sn 16 16 So the exact value of: 40 5 k 5 4+5" . 5 + 5° . 6 + - - + 540 . 40 corresponds to: 541 159 a) 53.7 16 16 540 · 155 54 11 16 16 540 c) 53.7 155 16 16 541.159 5 11 16 16
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