@JamesJ CALC 2!!!
Find the MacLaurin Polynomial of degree 5 for
f(x)= the integral from 0 to x of (e^((-5t)^4)) dt

Question

@JamesJ  CALC 2!!! 
Find the MacLaurin Polynomial of degree 5 for 
f(x)= the integral from 0 to x of (e^((-5t)^4)) dt

anonymous · Answer

please help im lost.

jamesj · Answer

e^((-5t)^4 = e^(-20t)
Integrate that function from 0 to x.

Remember also that the MacLaurin poly of e^ax is
$$e^{ax} = 1 + ax + (ax)^2/2! + (ax)^3/3! + (ax)^4/4! + (ax)^5/5! + ... $$

turingtest · Answer

Hey James can you help really quick on something that seems very simple, but is driving me crazy? it should only take a moment.

turingtest · Answer

http://openstudy.com/#/updates/4ebda7a0e4b021de86fd6cd8