The following common Taylor series are provided for reference.xnn!etn=08= 1+x+sin(x) = (-1)".-2x²n+1(2n + 1)!x²n(2n)!n=08cos(x)=(-1)".n=0O ln (√2)O sin(√2)01+e-√2O cos(2)x2!1+x33!X-+....x3x5+3! 5!x+2! 4!|xc| <∞x77!x66!Use these series to find the exact value of 2 -√√2+12/1++....3IN22=N/13!x < x|x| <∞2²+ 2/12 - ...W

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The following common Taylor series are provided for reference. xn n! ez n=0 sin(x) = 22n+1 (2n + 1)! x²n cos(x) = (-1)". = 1 (2n)! n=0 8 = 1+x+ (-1)" n=0 O ln(√2) O sin(√2) 01+e-√² O cos(2) 22 2! 11 1 + X x3 +.... |x|<∞ x3 x5 x7 + 3! 5! 7! 2! 3! + x 4! 26 6! Use these series to find the exact value of 2-√2+ +.... +.... 2 2! mial- 3 22 3! x<∞ |x <∞o + ²/ T ... 4

The following common Taylor series are provided for reference. xn n! ez n=0 sin(x) = 22n+1 (2n + 1)! x²n cos(x) = (-1)". = 1 (2n)! n=0 8 = 1+x+ (-1)" n=0 O ln(√2) O sin(√2) 01+e-√² O cos(2) 22 2! 11 1 + X x3 +.... |x|<∞ x3 x5 x7 + 3! 5! 7! 2! 3! + x 4! 26 6! Use these series to find the exact value of 2-√2+ +.... +.... 2 2! mial- 3 22 3! x<∞ |x <∞o + ²/ T ... 4

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter2: Equations And Inequalities

Section2.1: Equations

Problem 76E

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