Monday, September 17, 2007

Differentiation of e

How to differentiate e^tanx?

first of all to differentiate e^anything = (Diff anything)*e^anything

so to differentiate e^tanx = (Diff tanx)*e^tanx = sec^2x*e^tanx

:)

btw, i couldn't remember what is Diff tanx = to, but i know how to sinx & cosx
so tanx=sinx/cosx Diff using quotient rule, get the ans within 30s :)
at

5 comments:

  1. AnonymousSeptember 18, 2007 at 8:13 AM

    Hi!

    I'd just really like to thank u all 4 setting up this blog. I find a lot of the tips useful, especially those 4 a-math.

    however could u also post up more qns with worked solutions up on absolute valued functions, rates of change and applications of integration(area under the curve)?

    i really could use some help with these topics. thank u so much.

    ReplyDelete
  2. alwaysLovelySeptember 18, 2007 at 5:00 PM

    StefAnIe: all those qns up here are from students.
    We answer to what you all aren't sure. We don't answer to everything unless a student finds it challenge.
    So whichever topic you find challenging, send us a qn to askalwayslovely@gmail.com
    those who ask the particular qn will be guided through the step.

    Check out this post>>
    http://askalwayslovely.blogspot.com/2007/09/why-no-complete-answers-to-qns-post.html

    ReplyDelete
  3. lijun(:September 21, 2007 at 4:51 AM

    HI..

    btw,
    its diff(tanx)=sec^2(x), isn't it?

    ReplyDelete
  4. alwaysLovelySeptember 21, 2007 at 5:42 AM

    StefAnIe said...

    however could u also post up more qns with worked solutions up on absolute valued functions, rates of change and applications of integration(area under the curve)?

    Stepfanie: Pls send me the qns you have challenges with.

    ReplyDelete
  5. alwaysLovelySeptember 21, 2007 at 5:44 AM

    Yes Lijun
    Diff (tan x) = sec^2x READ as sec sqaure x ;)

    ReplyDelete