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Intro to logarithms

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Uploaded by on Dec 31, 2007

The inverse of a logarithmic function is an exponential functions. And if we use a base of natural e, we can compute continuously compounded returns

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Education

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  • likes, 11 dislikes

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Uploader Comments (bionicturtledotcom)

  • not helpful just sayin dont kill yourself after this

  • @JosephG1993 you are right: it's not helpful

  • e^15% = 1.16, or in Excel same thing:

    EXP(15%) = 1.16

  • amiregistered,

    Thanks for your encouragement. I teach the entire FRM (risk) curriculum, so i definitely have advanced material to share. I just wanted to start with elementary concepts because my customers often request it...if you stay tuned , I promise over time i will get to advanced quant finance!

Top Comments

  • 1:33, "Exponential Flunction" hahahaha

  • ... what? this is not INTRO!!!!

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All Comments (69)

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  • @XxFightinDirtyxX its compounded a certian amount of times. for example 5% of $10 is .50 but 5% of 10.50$ is .525 and so on.

  • i don't know if i'm going to be able to understand this when i'm sober.......

  • thanks, helped me A LOT

  • what is;

    log(3) 24-3log(6)

  • 11 person fail add math XD

  • Arithmetic Return (R)

     This is for one time period:

    R = (Pt+1

    - Pt + D) / Pt

    R = Arithmetic Return

    Pt+1 = Closing share price

    Pt = Opening share price

    D = Dividends

    I just cannot get my head around this... Can anyone help me

  • MAKE MORE VIDEOS LIKE THIS AND MAKE THE WHOLE WORLD EDUCATED

  • Hmm when i used this compound interest formula: P(1+r/100)^n i got 11.576(5 s.f) thats like so far away from the answer ... can anyone tell me why?

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