Use the formula for the binomial series: (1+x)" = 1+ mx + m(m-1) 21 m(m-1)--(m-k+1). k! + ... + ... + T 1+ 2k=1' m(m-1).(m-k+1)k 1x지 < 1 8. if %3D k! to obtain the Maclaurin series for V1 + x. 1++E-1y2-15 - 23-(8& – 9) , 1 +x+ k! k=2 + S-17:15 · 23..-(8k – 9) , 8k k!. 1 - k=2 1+ E(-1*. 15 23(8k - 9). 8* k! k=1 -+ Σευ 17 15 23.(8k -9) gkk! 1 + k=2 15 23.(8k-9). 1+ k! k=1
Use the formula for the binomial series: (1+x)" = 1+ mx + m(m-1) 21 m(m-1)--(m-k+1). k! + ... + ... + T 1+ 2k=1' m(m-1).(m-k+1)k 1x지 < 1 8. if %3D k! to obtain the Maclaurin series for V1 + x. 1++E-1y2-15 - 23-(8& – 9) , 1 +x+ k! k=2 + S-17:15 · 23..-(8k – 9) , 8k k!. 1 - k=2 1+ E(-1*. 15 23(8k - 9). 8* k! k=1 -+ Σευ 17 15 23.(8k -9) gkk! 1 + k=2 15 23.(8k-9). 1+ k! k=1
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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