Find a Taylor Series Polynomial of degree at least 4 to the

Find a Taylor Series Polynomial of degree at least 4 to the problem below

f \' (x)= 6y+5 and f(0)= -8

A) -8-43x-129x^(2) +258x^(3) -387x^(4)

B) -8-43x-129x^(2) -258x^(3)

C) -8-43x-129x^(2) -258x^(3) -387x^(4)

D) -8-43x-12x^2

f(0)=-8
f\'(0)=6*-8 +5=-43
f\'\'(0)=6y\'=-158
f\'\'\'(0)=6y\'\'=-948

taylor serise=f(0)+f\'(0)x+1/2f\'\'(0)x^2+1/4f\'\'\'(0)x^3+1/8f\'\'\'\'(0)x^4

-8-43x-129x^2-258x^3-387x^4

$Find a Taylor Series Polynomial of degree at least 4 to the problem below f \' (x)= 6y+5 and f(0)= -8 A) -8-43x-129x^(2) +258x^(3) -387x^(4) B) -8-43x-129x^(2)$

Find a Taylor Series Polynomial of degree at least 4 to the

Solution

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