- #1
noahcharris
- 21
- 0
Hi all,
I was working through a chapter on Lagrangians when I cam across this:
"Using a Taylor expansion, the potential can be approximated as
## V(x+ \epsilon) \approx V(x)+\epsilon \frac{dV}{dx} ##"
Now this looks nothing like any taylor expansion I've seen before. I'm used to
## f(x) = \sum\frac{f^{(i)}(a)(x-a)^i}{i!} ##
What am I missing here?
I was working through a chapter on Lagrangians when I cam across this:
"Using a Taylor expansion, the potential can be approximated as
## V(x+ \epsilon) \approx V(x)+\epsilon \frac{dV}{dx} ##"
Now this looks nothing like any taylor expansion I've seen before. I'm used to
## f(x) = \sum\frac{f^{(i)}(a)(x-a)^i}{i!} ##
What am I missing here?