ap calculus bc maclaurin series

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7 Terms

1
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1/1-x

1 + x + x² + … + xn +… = ∑ xn

(|x| < 1)

2
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1/1+x

1 - x + x² - … + (-1)n xn + … = ∑ (-1)n xn

(|x| < 1)

3
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ex

1 + x + x²/2! + … + xn/n! + … = ∑ xn/n!

(all real x)

4
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sin(x)

x - x³/3! + x5/5! - … = ∑ (-1)n[x2n+1/(2n + 1)!]

(all real x)

5
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cos(x)

1 - x²/2! + x4/4! - … = ∑ (-1)n[x2n/(2n)!]

(all real x)

6
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ln(1+x)

x - x²/2 + x³/3 - … + … = ∑ (-1)n-1(xn/n)

(-1 < x < 1)

7
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tan-1(x)

x - x³/3 + x5/5 - … + … = ∑ (-1)n[x2n+1/(2n + 1)]

(|x| < 1)