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If |a| <1, the indefinite integral zp- 1+z14 can be written as a power series , Cna14n 13 + C, m31 with Cn The definite integral 0.5 can be written as a series , an with an = The minimum number of terms we should add in the above series to get the value of the integral within 0.01 is and the approximative value of the integral is

If |a| <1, the indefinite integral zp- 1+z14 can be written as a power series , Cna14n 13 + C, m31 with Cn The definite integral 0.5 can be written as a series , an with an = The minimum number of terms we should add in the above series to get the value of the integral within 0.01 is and the approximative value of the integral is

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.3: Geometric Sequences
Problem 50E
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If |2| <1, the indefinite integral 1 zp- 1+z14 00 can be written as a power series , Cna14n- 13 + C, with Cn The definite integral 0.5 1 1+z14 can be written as a series , an with an = The minimum number of terms we should add in the above series to get the value of the integral within 0.01 is and the approximative value of the integral is
Transcribed Image Text:If |2| <1, the indefinite integral 1 zp- 1+z14 00 can be written as a power series , Cna14n- 13 + C, with Cn The definite integral 0.5 1 1+z14 can be written as a series , an with an = The minimum number of terms we should add in the above series to get the value of the integral within 0.01 is and the approximative value of the integral is
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