AwesomeJ's Posts
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Agbaletu:You should always focus on the yield sir. Despite the loss in capital the net yield is still about 12.5 % (as quoted). That's still currently higher than T-bills. It's often more attractive when the bond is purchased at a discount. The yield would be higher. |
GODAKPAN:Good morning to you sir. Since the offer price of the bond is 108.57, if you buy with 10m, you'd be getting 92,106 units (10m/108.57) Now the face value of the bond is 100 per unit and the coupon is 16.39 per unit per annum. so your annual coupon receipts would be 1,509,617.34 (16.39*92106). This may make it seem like your yield is 15.09% (1.509m on 10m) as Spenca is suggesting. But you have to consider the fact that when the bonds mature in Jan 2022 (3.67 years' time). The principal that'll be returned to you will be 9,210,600 and not 10m. This implies that you'll be having a capital loss of about 789400 over a 3.67 year period. This translates to an annual loss of about 215095. When you net this off your annual coupon receipts, it becomes obvious that your real annual returns on the 10m investment is about 1,294,522 Making the effective yield 12.94% The yield quoted is 12.5% So I'm still trying to understand why there's a difference. But basically, you should realize that while you may be getting 1.5m in annual coupons, your real returns are not as much when you factor in the capital loss. |
spenca:what's TRR please? Look at these secondary market offers posted by cooldudeng? 1. Feb 2020, coupon is 15.54%, price is 104.55, yield is 12.5% 2. Jan 2022, coupon is 16.39%, price is 108.57, yield is 13.35%. Could you please help us know how they arrived at those quoted yields. I suppose a bond only trades at its clean price either at issue or on a coupon payment date right? I'll be glad to learn from any contribution you make at helping us see how those yields were arrived at. Thanks |
cooldudeng:There's nothing else to say. You've said it all. Mean while. you still have to finish the number crunching to see how the quoted yields are gotten. You are good with numbers yourself, and more good heads- they say-are better than few. |
JustBasic:Thanks for the nice words. This is where the 80 came from: Face value of the bond is 1000, Coupon rate is 16% this means the coupon receipt on each bond unit is 160 per year (16% of 1000) Since coupons are paid twice per year, each coupon payment would be 80 (160/2) |
Seun:When there are more informed friends and mentors the Christians take their influence from, who says hardmirror's opinion counts for anything? |
Egie4real:I have to mention that the reason it seems my analysis of secondary market bond purchases tend to imply a higher yield is that I've only been considering bonds purchased at a discount. If the purchase price were at a premium to the bond's face value, the yield would be lower. The instance cooldudeng gave in his post above, buttresses this point. |
evalasthn:With regards to difference in yields, bonds currently beat MMFs by less than 1%. So given the redemption and subscription flexibilities with MMFs, switching to bonds may not be worth the stress for now. But a time will come when that difference reaches 3-5%, then bonds'll certainly be best. |
cooldudeng:So I've used the figures you posted earlier, but the yields are got are not exact. I thought perhaps the figures were published on a date different from my assumption, so I decided to use figures from the DMO's site, still, there's a slight difference. So I there's still something missing from my analysis. Maybe I'll find it, or maybe someone else here will. The latter is more convenient for me. |
So case 1: FGN 16.00 FEB 2021 bond to be purchased in May 2018 at an offer price(dirty) of 950 per unit. What's the yield? Things we already know: Face value of an FGN bond, F= 1000. Coupon payment dates will be in August and February of each year. Thus, total number of coupon receipts to maturity = 6 ( Aug'18, Feb'19, Aug'19, Feb'20, Aug'20 and Feb'21) Total coupon receipts = (80.00*6) = 480 (at 16%, coupons'll be 80 every six months) Total capital gains = F-P (1000-950) = 50. Term to maturity= 2 years, 9months (May'18-Feb'21) =2.75yrs. Annualized coupon = 480/2.75=174.55 Annualized price gains= 50/2.75=18.18 I.e C=174.55 G=18.18 Therefore yield y= ((174.55+18.18)/950)*100% y=20.29% |
cooldudeng:So this is what I've come up with so far: The yield y of a bond is: y=((C+G)/P)*100 Where C is the annualized coupon receipts, P is the purchase price. G is the annualized price gains(capital gains) gotten from F-P, where F is the face value. To get the annualized coupon payment, divide the total expected coupon receipts by the term to maturity (in years) To get the annualized capital gains, divide the total gains by the term to maturity (in years) I'll use two examples in my next post to illustrate-a hypothetical case, and a real instance from results published on the DMO's site. You may need to read this post again alongside the examples in the next post. Thank you. |
For those of us asking about how to start, i've been trying since Tuesday to reach Vetiva Capital. Phones keep ringing, nobody picks up. 01 270 0657 01 270 0658 01*271*9570 Those are their phone lines. Anyone else could ring them, and help ask. I'll be at an FBN branch later today as well, maybe I'll find some useful info. |
cooldudeng:The offer (%) is the quoted yield on the bond. For instance, the Feb 2020 bond has a coupon of 15.54%, but a yield of 12.5%. The implication of that is. For someone who is buying at that quoted yield, his annual returns would be 125,000 on every 1m investment, because he bought the bond at a premium price (104.55) whereas for those who bought at the face value (100), they would get 155,400 on the same 1m investment. |
sefani:For bonds, what you should really ask is what your returns would be. Let's say, you buy a bond with a face value of N1000 and 16% coupon at a 12% yield, you will get interests of 160,000 yearly on every 1000 units you hold. But what you'd pay to get those 1000 units would me more than 1m (which should be the normal cost) You'd rather be paying 1.33m to get interest of 160k per year. So if you could get bonds with 100k at say 13.5% yield, your returns would be #13500 every year. |
daewoorazer:My personal opinion is: When the naira is stable, and outlook seems favourable for it, I'd choose FGN bonds, because of the superior returns. However when oil prices start taking a dip, our output levels suffer considerable declines and reserves and braking new lows, then I know a currency trouble is imminent, so I'd choose Eurobonds for their huge revaluation gains prospects. Every investment vehicle has its right season. |
ImperialCovfefe:How long have you been viewing T-bills calendar? There are things you don't have to tell an adult. I've known the meaning of quarters since basic school, don't you think? |
Today's auction was the last for Q2 2018. For the first time in the entire quarter, we witnessed a rise in stop rates. I am optimistic about the coming quarter. I expect further rises at the June 13th auction. By the way, thank you Yinka2011 for the quick up date. God bless you. |
cooldudeng:All your assumptions are very correct sir. The offer (%) should be the yield to maturity. I will try to crunch the numbers tomorrow to show how the implied price was obtained. |
opomulero:That's not how bonds work. You should know that 2 things remain constant throughout the lifetime of a bond: 1. The face value per unit; 2. The coupon rate. So as long as you have 100,000 units of a bond with a face value of say 100, and a coupon rate of say 15%, you will get interest of 1.5m annually throughout the lifetime of the bond, and you will get 10m on maturity regardless of the price you bought at. Think of it this way, someone promised to buy one concrete block for 1000 in 5 years' time. As long as you can get 10,000 units of those blocks (at whatever price) you will be getting 10m off the sales. The implication of someone buying for 9m and getting 10m maturity is that his yield is higher (actually more than 16.7%). The capital gains forms part of the yield. I didn't include that earlier. Yield to maturity, and accrued interest are two major factors that determine the price of a bond. Some say bonds calculations are clumsy, I say they aren't. We've just not gotten used to them enough yet. |
wura2020:Thank you so much. |
C4Ltd:We'll only get to know as more people share experience. |
wura2020:No, you don't have to fill any form. Your funds will automatically hit your account. You will get the last interest payment alongside your principal on maturity date. Meanwhile, could you please share with us things such as When you bought, the bank you bought through, your coupon rate, the tenor, and how the interest payments have been over the years. Those of us who don't yet have the practical experience would love to learn from yours. |
Gavrelino123:Thank you so much Sir. God bless you. |
Gavrelino123:Thanks sir. So if I have a GTB account, and I want to buy tomorrow, what's their minimum, could I get offers from them tomorrow or do I have to wait for the next auction. thanks again for the efforts. |
ahiboilandgas:Yeah short term now, till the crest comes near. |
GODAKPAN:Thank God there's still an auction this month-Wednesday. Its outcome will give us clearer outlook. I expect rises though. |
samzepaparazi:Quantity traded doesn't give the true picture. Quantity on offer is what's to watch. If bid quantities are limited, no matter how hard the FPIs try, quantity traded will still be limited. |
dipoolowoo:Thanks for this sir. Rates actually rose by close to 80bps at last week's bond auction. i pray the days of 15% yield return soon. |
GODAKPAN:Quite hilarious. Small P, small T, season of small R! |
spenca:I didn't argue about the price of the FGN BOND. My post Wash n response to the person who said bonds are "Bonds are units in 1000". That's obviously not always true. The guy who made the first reference to the price too. He thinks the fact that some bonds trade at 1000, changes anything. That's not the case. The snapshot below shows FGN bonds are in 1000 but the state and other bonds are in 100. We shouldn't always be quick to argue on things we're yet to make findings on. I say again that there are several bonds with a 100 face value per unit.
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Liljel:All these bonds have unit prices of 100
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Liljel:Thank you for this timely info. However like you said, we have to watch out for their secondary market liquidity first. Thanks again. |
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