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Thank you, this helped me for my capital market theory course.
ОтветитьThanks a lot for the amazing explaination.
ОтветитьThanks for the explanation. Really liked your approach in making it easy to understand.
ОтветитьThis is FUCKING AMAZING THANK YOU SO MUCH!
ОтветитьQuick question, isn't modified duration what tells you how the price of a bond reacts to changes in interest rates while duration is the number of years for a bond to repay the investor?
ОтветитьYou are combining two measurements of duration.
Macauley is a measurement of time in which, for example, the appreciation gain of the bond due to a decrease in interest rates, is completely off set by the re-investment risk assumed by YTM. YTM assumes that the coupon payments can be re-invested at the YTM, when rates drop, the coupon payments must be reinvested at a lesser rate, this lowers overall YTM. At the same time, the bond appreciates due to the interest rate decrease - raising YTM. The point in time in which these two values are completely off-setting is Macauley Duration.
Modified duration is the sensitivity change to bond prices with a change in interest rates.
I have watched videos of 30- 60 Mins on Duration and none of those explained the meaning and calculation so easy to understand as yours. Thanks man.
ОтветитьThis is the only explanation that I ever understood! It’s bothered me decades that I never understood it. Thanks.
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ОтветитьThank you soooo much, finally got that part! Wish you all the best!
ОтветитьI love you, Ryan! Not in weird way, just a big fan of your teaching😊
ОтветитьFinally someone explain it clearly
ОтветитьGreat video. Loved the explanation of the friend owing you money. Would you be able to explain intuitively why bonds with lower yields have higher durations?
ОтветитьThe best explanation ever! literally summarised 2 weeks of uni lecture into 5 mins. Brilliant work!
ОтветитьWell explained.Thanks so much.
Personally I think they could have used a better word than "Bond duration" for this. it doesn't make much intuitive sense why the word duration will be used for such a sensitivity calculation.
Finally, I understand
ОтветитьI LOVE YOU!! You explain amazingly. Thanks so much for this amazing content!
ОтветитьGood explanation
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ОтветитьTHANKS A LOT...... GOT CLARITY.. VERY USEFUL FOR MY PROFESSIONAL COURSE❤
ОтветитьThank you! This really helped me for my level 1 CFA study
ОтветитьVery short and clear explanation
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ОтветитьWouldn't the 2.75 that you calculate at the end be the modified duration, not the Macaulay duration as it is measuring the % change to a 1% change in interest rates and not measuring the time in years??
ОтветитьSo if the Macaualy Duration is 2.5Yr. That means it takes us 2.5 yr to recover our initial investment, and also means if rates go up 1% that our price changes by 2.5%? What confuses me is how the concept of years and % is interchangeable
ОтветитьGod bless you this is super helpful
ОтветитьI really enjoyed a discussion of bonds that develops it beyond "if interest rates go up, the price of the bond will go down and vice versa". Thank you!
ОтветитьThank you 😭
ОтветитьThank you ☺️
ОтветитьAt last!!!someone who actually makes sense..thanks mate!!!
ОтветитьI get how a bond duration tells you its price sensitivity in connection to a change in market interest rates. Doesn't Duration also tell you how long it takes for the investor to get their money back on their investment? If so, what would the 2.75 mean in terms of that?
ОтветитьThank you for the explanation, you just solved my problem.
ОтветитьEasiest way to understand.....thnk a ton
ОтветитьGreat video and done so easy to comprehend. Thank you
ОтветитьFinally I was able to understand how duration is calculated. Thanks for the clear and well-organized explanation.
Ответитьthank you for the explanation, very well explained
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ОтветитьThank you!
ОтветитьJust to be clear, this example would have the bond only paying 1 annual coupon payment right? In reality most bonds pay semi-annual right?
ОтветитьI like how you breakdown everything, it's a lot easier to understand. ty :)
ОтветитьYou are the GOAT
ОтветитьSo, regard Macaulay duration (not ModMacDur) - can it be thought of as the amount of time to receive your initial purchase price back? Essentially the break even amount of time?
ОтветитьGreat Explanation !
Ответить太感谢你了!
ОтветитьHow can IRS hedge portfolio duration?
Great video btw and you just earned yourself a new subscriber!