Find the Taylor Series for the function (f(x)=e^{-6x} ) about x=-4.

Question

Find the Taylor Series for the function  (f(x)=e^{-6x} ) about x=-4.

TuteeHUB · Accepted Answer

(  sum_{n=0}^{  infty}   frac{(-4)^n}{n!} e^{24} (x+4)^n  )

TuteeHUB · Answer

(  sum_{n=0}^{  infty}   frac{(-6)^n}{n!} e^{12} (x+4)^n  )

TuteeHUB · Answer

(  sum_{n=0}^{  infty}   frac{(-6)^n}{n!} e^{24} (x-4)^n  )

TuteeHUB · Answer

(  sum_{n=0}^{  infty}   frac{(-6)^n}{n!} e^{24} (x+4)^n  )

TuteeHUB · Answer

(  sum_{n=0}^{  infty}   frac{(-4)^n}{n!} e^{24} (x+4)^n  )

1.	Find the Taylor Series for the function (f(x)=e^{-6x} ) about x=-4.
A.	( sum_{n=0}^{ infty} frac{(-6)^n}{n!} e^{12} (x+4)^n )
B.	( sum_{n=0}^{ infty} frac{(-6)^n}{n!} e^{24} (x-4)^n )
C.	( sum_{n=0}^{ infty} frac{(-6)^n}{n!} e^{24} (x+4)^n )
D.	( sum_{n=0}^{ infty} frac{(-4)^n}{n!} e^{24} (x+4)^n )
Answer» D. ( sum_{n=0}^{ infty} frac{(-4)^n}{n!} e^{24} (x+4)^n )

Discussion