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6. Determine the Taylor's series of the following: 2π a) f(x)=sin(x) about a = - b) 3 c) f(x)=7x³ +5x² - 2x+4 about a = 3 7π f(x) = cos(x) about a = - 6
6. Determine the Taylor's series of the following: 2π a) f(x)=sin(x) about a = - b) 3 c) f(x)=7x³ +5x² - 2x+4 about a =
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6. Determine the Taylor's series of the following: 2π a) f(x)=sin(x) about a = - b) 3 c) f(x)=7x³ +5x² - 2x+4 about a =
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6. Determine the Taylor's series of the following: 2π a) f(x)=sin(x) about a = - b) 3 c) f(x)=7x³ +5x² - 2x+4 about a = 3 7π f(x) = cos(x) about a = - 6
6. Determine the Taylor's series of the following: 2π a) f(x)=sin(x) about a = - b) 3 c) f(x)=7x³ +5x² - 2x+4 about a = 3 7π f(x) = cos(x) about a = - 6
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