How To Understand Investment Returns (MWR vs TWR??)

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  • Опубликовано: 29 сен 2024

Комментарии • 26

  • @manuppatel2760
    @manuppatel2760 Год назад +8

    This is the first time in years I heard the presentation that clearly shows various methods of calculating investment preformance. Thank you so much!!

  • @PR0SHOTCOAH
    @PR0SHOTCOAH Месяц назад

    you talk to fucking fast bro

  • @LoriEvans-e5q
    @LoriEvans-e5q 15 дней назад

    Keshawn Stream

  • @cascade1125
    @cascade1125 10 месяцев назад +2

    Respect on being able to pyramid your hands for so long

  • @Inquisitive9
    @Inquisitive9 Год назад +2

    Thank you for making the video. Some definitions flew over my head as I am novice, but would you agree that if I am looking for how much money I have personally made over the years, then I should be looking at Money Weighted Return of my investments, however, if I was comparing two index funds, I should look at their Time weighted returns. Correct? My bank account shows both, and I can't figure out if I made smart investments and if I am getting the return I targeted.

  • @Ronnyboy242
    @Ronnyboy242 Год назад +2

    Best explanation I’ve seen. Thanks 👍🏾

  • @robertmoore2404
    @robertmoore2404 Год назад +1

    Thanks for this...I was struggling to understand these...now I have some idea at least 😂

  • @esushruth
    @esushruth 7 месяцев назад

    Thank you for the excellent explanation. I use wealthfront and JP morgan for my investment needs. I am trying to compare the performances of both these portfolios but I have noticed that while Wealthfront gives both the time weighted and money weighted returns, JP morgan appears to only provide money-weighted return or Internal rate of return. Is there a way that i can find out the TWR of my JP morgan portfolio? Thanks

  • @AcademaxPaperHelp
    @AcademaxPaperHelp Год назад +1

    When i calculate in XL, it shown that IRR=-12.92%

    • @wealthfrontvideos
      @wealthfrontvideos  Год назад

      It's a complicated calc!

    • @Mikeint0shVideos
      @Mikeint0shVideos Год назад

      I also got -12.92% =IRR({-1000,-2000,2500}) What am I doing wrong? Also how didyou calculate the TWR at the end?

    • @xianxiong3440
      @xianxiong3440 10 месяцев назад +1

      @@Mikeint0shVideos They did MWR wrong, that's why. -12.92% is the right answer. TWR=[(2/1)*(1.25/2)]^(1/2)-1

  • @petrehushoratiu
    @petrehushoratiu 8 месяцев назад

    How about showing a good ol fashioned “winnings “ number (or percentage)? (Total deposits minus total withdrawals) vs the current value of the account. So I can tell how much I “put in “ and how much I “made”. Very simple math, why is not available in Wealthfront????

    • @TheReefsFromSMC
      @TheReefsFromSMC 7 месяцев назад +1

      As a number OK, but as a % it does not work. Imagine you withdraw all your initial investment except for $1, and that day you choose to calculate your "winnings" %, it will be equal to your winnings / $1, and the percentage will be huge and not accurately represent your performance.

  • @ksn98
    @ksn98 2 месяца назад

    Continue doing this awesome work thanks a lot

  • @manp1039
    @manp1039 Год назад

    on wealthfront it doesn't appear i am getting an accurate percentage for either MWR or TWR. I am taking the current total value of the position and the amount deposited and subracting the total dividends earned for all time in fund.. and then caluculating a percentage difference between those two number.. I am getting about 5% gain for all time. but the MWR and TWR that wealthfront displays is 13.4% TWR and 9.9% MWR. both of these are vastly higher than the number i am getting. What am i missing or getting wrong?

    • @wealthfrontvideos
      @wealthfrontvideos  Год назад

      Hi you're calculating simple return, whereas MWR and TWR are very different. I'd encourage you to email our team for more context.

  • @eltraveluis
    @eltraveluis 9 месяцев назад

    Thank you- excellent explanation

  • @mekaeldiwan
    @mekaeldiwan Год назад +2

    You made it so easy to understand while also going into detail. Thank u❤