calcnoob145
New member
- Joined
- Feb 24, 2013
- Messages
- 13
I have this equation here dealing with the remainder term and the taylor series and my work is not that long because I'm stuck
I got the (x)^n+1 because a is 0 so that just leaves x but I don't know how f^n+1 becomes (-1)^n+1 and (C) becomes e^c
and the highlighted equation below is the answer given in the textbook.
Isn't f^n+1 mean the derivative of f and f(x)=e^-x so the derivative of this is (-1)e^-x is this where the (-1) is coming from.
Could someone explain the remainder term to in regards to this equation.
I got the (x)^n+1 because a is 0 so that just leaves x but I don't know how f^n+1 becomes (-1)^n+1 and (C) becomes e^c
and the highlighted equation below is the answer given in the textbook.
Isn't f^n+1 mean the derivative of f and f(x)=e^-x so the derivative of this is (-1)e^-x is this where the (-1) is coming from.
Could someone explain the remainder term to in regards to this equation.