finance, investments, Picks

Strip Bonds —– How Risqué are they?

Bonds in which the coupons have been detached from the bond itself, leaving only the maturity (principal or residual) amount at the maturity date are called “Strip”, “Zero-Coupon” or Residual Bonds. We will call the strip coupons also strip bonds and refer to the due date of the coupon as also the maturity date. The striped bond maturity amount and the coupons trade separately.

The interest on your purchase price accumulates year by year and your purchase price plus accumulated interest is paid in total at the maturity date of the bonds. These bonds are also referred to as compound interest bonds. In between the purchase date and maturity date the strip bonds may trade in the market at discounts or premiums.  Of course, if you hold the strip bond to the maturity date then what happens in between these two dates does not affect your rate of return which can be calculated when you purchase the bond. Hence in the case when you purchase government, government backed or equivalent, Strip bonds are extremely secure and stable.

However, should you need to sell your strip bond before maturity you may find that the market price may deviate substantially from your purchase price plus accumulated interest calculated. This is because as interest rates rise people expect a higher return on their investment. This can only be accomplished by the market value of bonds dropping and hence resulting in higher returns. Conversely when interest rates drop, the market price of bonds usually rises because buyers are satisfied with a lower return than previously. Thus strip bonds can be very volatile especially when interest rates are changing.

The interest earned on a strip bond, according to Revenue Canada must be reported year by year as ordinary interest income. Below is an example of a Strip Bond whose quotation was found on TDWaterhouse. The bond is issued by the Province of Ontario and we are told that you can purchase $100 face value or principal amount of this bond for $75.787 and receive the maturity value of $100 on January 13 2024. We will assume the bond is actually paid for on October 1 2014. The quotation also tells us that we will earn a rate of 3.01623% per annum compounded half yearly if bought for $75.787.

Issuer Full Name Currency Maturity Offer Qty Bid Yield Bid Price Ask Price Ask Yield Type Rating
PROVINCE OF ONTARIO CAD 01/13/2024 7,727 3.30705 73.804 75.787 3.01623 STRIP COUPON BOND AAl
From to number of days
October-01-14 January-13-15 104
Interest on $75.787 from to 75.7878*i*104/365=
October-01-14 January-13-15 .28493*i
From to number of years
January-13-15 January-13-24 9

We set up the above table which tells us that that $75.787 invested on Oct. 1 2014 for 9.28493 years will give us $100 on Jan. 13 2024 (and nothing else).

If we weren’t given the rate of return we could find it as follows:

The yearly effective interest rate per year earned on this investment. Using the compound interest formula (you may ignore this), we obtain 75.787*(1+i)^9.284932 =100. Then i =(100/75.787)^(1/9.28493)-1 =.0303 or 3.03%

Let k be the equivalent rate per annum compounded half yearly. Using excel (which you can ignore) we solve for k.

1.0303=(1+k/2)^2, k= 2*(SQRT(1.0303)-1 = .0301 or 3.01% per annum compounded half yearly. Any difference between the quoted rate and our rate is due to the uncertainty on the settlement date, rounding and a slightly different method used.

We shall use the rate 3.03% effective yearly to form the table below showing how the $75.787 grows to $100 by compounding year by year

using i=.0303
Date Principal Interest
October-01-14 75.7870
January-13-15 76.4413 75.787*.0303*.2849= 0.6543
January-13-16 78.7575 76.4413*.0303= 2.3162
January-13-17 81.1438 78.7575*.0303= 2.3864
January-13-18 83.6025 81.1438*.0303= 2.4587
January-13-19 86.1356 83.6025*.0303= 2.5332
January-13-20 88.7455 86.1356*.0303= 2.6099
January-13-21 91.4345 88.7455*.0303= 2.6890
January-13-22 94.2050 91.4345*.0303= 2.7705
January-13-23 97.0594 94.2050*.0303= 2.8544
January-13-24 100.0003 97.0594*.0303= 2.9409
Note that according to Canada Revenue the yearly interest earned must be declared as ordinary income year by year if bought outside a registered plan..
Your brokerage firm will supply you with these interest payments (which in this case may differ slightly then those in the table above)

As was said before, if you wanted to sell the bond before maturity date the price can vary a great deal . For example, If you wanted to sell your bond on January 13 2019 and interest rates were at 6% per annum you would receive approximately $74.73. If rates were at 2% per annum you would receive approximately $90.57.

Guaranteed Investments —-You Cannot Lose!

You have all seen ads to the effect that for certain structured investments your principal amount will be guaranteed to be paid at the end of a fixed period regardless of how the markets perform but your profits are unlimited. That is, you might end up not making any money but have the comfort of knowing that you cannot lose any money. Sounds too good to be true? Well, suppose we construct such a situation. We will use Strip Bonds as described below.

Using the previous example you can set up such an investment on your own. You are going to invest, say $100, on Oct. 1 2014 and you will terminate your investment on January 1 2024. Invest $75.79 in the strip bond described above. This guarantees that your initial investment of $100 is returned to you on Jan. 1 2024. Also use the remainder of your $100 investment i.e., 100 – 75.79 = $24.21 to invest in stocks or any other securities. Even if this investment of $24.21 is a complete flop and it dwindles to $0, on Jan. 1 2024 your $100 will be returned to you via the Strip bond.

On the other hand, if your investment of $24.21 resulted in an accumulated doubling to $48.42 on Jan. 1 2024, you will have earned a return of 4.345% per annum compounded yearly.

This kind of structured investment is best done in a registered plan such as an RRSP or RESP since there will be no tax consequences until the plan matures. If done outside a registered plan you would probably have to pay tax every year on the interest earned by the strip bond.

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finance, investments, Picks

Split Shares of TD Bank

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TDb Split Corp. is closed-end mutual fund consisting of units invested in the common shares of TD Bank. These units are divided or split into two classes of shares, one kind is the Class A Shares while the other is the Priority Equity or Preferred Shares. The various shares trade separately on the TSX under the symbol XTD for the Class A shares and XTD.PR.A for the preferred shares.

As stated by the company, its investment objectives with respect to the Priority Equity Shares are:

(a) to provide holders of the Priority Equity Shares with fixed cumulative preferential monthly cash dividends in the amount of $0.04375 per Priority Equity Share to yield 5.25% per annum on the original issue price of $10; ]

and

(b) on or about December 1, 2019, to pay the holders of the Priority Equity Shares the original issue price of $10 for equity shares.

With respect to the Class A Shares, the objectives are:

(a) to provide holders of Class A Shares with regular monthly cash dividends targeted to be $0.05 per Class A Share to yield 6.0% per annum on the original issue price of $10;

and

(b) on or about the December 1, 2019, to pay the holders of Class A Shares at least the original issue price of the Class A Shares.

Under certain conditions, the termination date of December 1, 2019 may be changed to a later date. Only after the holders of the Priority Equity Shares receive the distribution of $0.5250 on their shares will the class A shareholders receive distributions, if available, from the total fund and subject to other restrictions.

The net asset value of a class A share is the net asset value of a unit minus the fixed net asset value of a Priority Equity Share which stays fixed at $10. This means that the class A shares reflect the increasing or decreasing market value of the underlying TD Bank shares. For example, if the net asset value of a unit is $15 at then the net asset value of a class A share would be $5.

The closing prices on the TSE today, October 1 2014 were:

Class A shares (XTD),   $5.22 with a distribution of $0.60 for a yearly yield of 11.49%;

Priority Equity Share (XTD.PR.A),   $10.17 with a distribution of $0.525 for a yearly yield of 5.16% .

The Net Asset Value of a unit on September 15 2014 was $15.60

The fund is managed by Quadravest Capital Management . For more information please go to its website at http://www.quadravest.com . For those people interested in TD Bank you may also want to follow XTD and XTD.PR.A.

-M

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finance, investments, Picks

Why Boring Is Great, the Story of BCE

BCE_logo

Perhaps the most widely held common shares in Canada are the shares of Bell Canada Enterprises, BCE which also trades in the US under the same name, BCE. It is often referred to as shares for retirees and widows due in large part to its low risk. Shares of BCE are not usually, if ever, acknowledged for instilling excitement in one’s investment activities. Boring is a more apt way of describing the stock, yet, BCE shares form the core holdings of probably more funds in Canada than any other stock.

Safety of investment capital and secure increasing dividends are the key factors attracting such wide interest. BCE operates a multitude of business assets, it’s largest being Bell Canada, one of Canada’s leading Telecommunications companies. Within BCE, they also control assets such as Maple Leafs Sports and Entertainment which operates many of the largest Sports teams within Canada as well as assets like Bell Media, producing original content for Canadian consumers.

Assuming a market price of $48 , the annual current dividend of $2.47 per annum payable in the amount of $0.6175 per quarter year means a nominal rate of 5.146% per annum payable or calculated quarterly.

Actually, this translates into an effective rate of 5.246% per annum. This means that $1 invested for one year at an effective rate of 5.246% per annum will earn $0.05246 interest for the year and paid at the end of the year. If we invest $1 for one year at a rate of 5.146% per annum calculated (compounded) quarterly this means that the amount of interest earned for the year is also $0.05246. See Figure 1 below.

A nominal interest rate of 5.146% per annum calculated (compounded) quarterly is equivalent
to an effective rate of 5.146/4 =1.2865% per quarter year, which is equivalent to an effective
rate of 5.2462%.
At end of indicated quarter, your $1
For Interest is plus accumulated interest is
1st quarter year $1x.012865 =$0.012865 $1.012865
2nd quarter year $1.012865x.012865=$0.013031 $1.012865+$0.013031=$1.025896
3rd quarter year $1.025896x.012865=$0.013198 $1.025896+$0.013198=$1.039094
4th quarter year $1.039094x.012865=$0.013368 $1.039094+$0.013368=$1.052462
Figure 1
That is, the total principal plus interest accumulated at the end of 1 year is $1.052462 and the effective yearly rate is .052462 or 5.2462%.
 

Holding the common shares outside a registered plan also gives you the dividend tax credit which can bring your effective yearly rate over 6%. Institutions such as life insurance companies use interest rates and mortality tables to calculate the cost of a whole life annuity. A whole life annuity without any other features, is a pension with fixed amounts paid periodically to a person for as long as the person is alive. Upon the death of the annuitant, the fixed payments stop and no further of any amounts are paid. At present, a rate of 5% is used by institutions to calculate the cost of an annuity, which can be considered on the high side. Most annuities however are calculated with lower rates.

For example, a male aged 65 would now most likely be charged $100,000 by a major financial company, for a whole life annuity which would pay monthly amounts of approximately $540 for as long of the person is alive. This is approximately $6480 per annum. The amounts vary depending on which company you are buying the annuity and the payments would be less should you want an annuity with a minimum guaranteed period for which the payments will be made regardless of whether or not are the annuitant is alive.

In all probability buying $100,000 worth of common shares of BCE will give you, at least, approximately the same benefits over your lifetime and leave to your estate your capital intact upon your death. In fact, the chances are high that over your lifetime the investment in BCE will be more beneficial than an annuity. Remember that the annuity payments do not change, unless a separate feature to such effect is agreed upon for an additional cost.

BCE, as do many other companies, has a Dividend Reinvestment Plan (DRIP). The DRIP allows eligible holders of BCE common shares to acquire additional common shares through reinvestment of the cash dividends paid on their respective shareholdings. Participants in the Plan may also make Optional Cash Payments, in the form of cash or dividends on BCE preferred shares, to purchase additional common shares subject to certain restrictions.

We should also consider other logic on the validity of investing in BCE. We will now make some conservative projections regarding the future performance of the shares as follows.

Assume you pay $48 for one common share of BCE and the first four quarterly dividends you receive are $0.6175. Assume the dividends increase by 5% yearly, paid quarterly. Now assume that at the end of 5 years the shares are still at the market price of $48 and you sell your shares for $48. The question now is, how has your investment performed over those 5 years. We will assume the dividends have been invested at a nominal rate of 5% per annum compounded quarterly, i.e. an effective rate of .05/4=1.0125% per quarter. Also assume that none of the principal nor interest has been withdrawn.

How much is your total accumulated amount at the end of 5 years and what is the effective yearly rate earned? To answer this, we look at table 2.

Your total accumulated amount of dividends plus interest plus $48 ,for the sale of you share,  
at the end of 5 years is   15.3229 + 48 = $ 63.3229.        
Using a financial calculator we find that the nominal rate per annum compounded quarterly  
earned by your investment of $48 over 5 years is 5.69%      
The equivalent effective rate per year is 5.813%.      
                 
If the share increased by 3% per annum effective yearly the market price of the share would be $55.65.
If you sold your share for $55.65 at the end of 5 years your total return would be $70.97.  
   
   
Your rate of return per annum compounded quarterly would be 7.90%.    
Your equivalent effective rate per annum would be 8.14%      
dividends accumulated dividends
increase 5% plus interest at 1.25%
quarters yearly per quarter
0
1 0.6175 0.6175
2 0.6175 1.2427
3 0.6175 1.8758
4 0.6175 2.5167
5 0.648375 3.1965
6 0.648375 3.8849
7 0.648375 4.5818
8 0.648375 5.2874
9 0.680793 6.0343
10 0.680793 6.7906
11 0.680793 7.5562
12 0.680793 8.3315
13 0.714833 9.1505
14 0.714833 9.9797
15 0.714833 10.8193
16 0.714833 11.6693
17 0.750575 12.5658
18 0.750575 13.4734
19 0.750575 14.3924
20 0.750575 15.3229
Figure 2

Under the superb leadership of Chief Executive Officer, George Cope (seen below), BCE has consistently performed exceptionally well, leading it to be one of the most widely held equities from the Canadian market.

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Of course, there is a high probability that your return from an investment in BCE will be much higher than that discussed here. The point of this analysis, based on the history of BCE, is to obtain a likelihood minimum return assuming a very conservative economic performance over at least 5 years. Long term BCE bonds, held by many funds, yield much lower returns than anticipated from the common shares. Again, this is because of the low risk , stable performance and reliability that even in a sluggish financial environment, BCE still consistently produces solid results.

-M

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