Ok it says I am to computer using a series accurate to within 0.001.
I'm really not sure where to start. Do I integrate this first by parts? Or am I thinking about this too much? Could someone point me in the right direction please! Help would be much appreciated!
Homework Statement
Find a Taylor or Maclaurin polynomial to apporximate ln(1.75) using 6 terms.
Homework Equations
The Attempt at a Solution
I now that a MacLaurin polynomial is as follows.. c=0
and a Talyor polynomial is as follows..
so do I assume I'm working...
Homework Statement
Suppose A, B, C are sets and http://latex.codecogs.com/gif.latex?f:A\to%20B,%20\text{%20and,%20}%20g:B\to%20C
If f and g are one-to-one so is http://latex.codecogs.com/gif.latex?g\circ%20f .[/URL]
If f and g are onto, so is...
So I'm not really sure how to go about this problem. I've attempted letting x = a few things. 4sinx, and 4tanx. Maybe trig substitution is not even the way to go. Could someone push me in the right direction?
Homework Statement
Ok, I am given a integral f(x) with a lower limit 0 zero and an upper limit of g(x). Its 1/(1+t^3)^(1/2)dt
g(x) is the integral from 0 to cosx of (1+sin(t^2))dt. I need to find f '(pi/2). Any suggestions on where to start? This is calc one. I can find g '(x) but I don't...