You hate taking risks in the stock market…so you buy bonds. But bonds are also risky if you look in the wrong place.
To avoid volatility and to ensure a higher probability that you’re going to get the interest you’ve signed up for...and get your investment back.
You’ll want to look at current coupon bonds, which trade within 0.5% of the market rate. While these bonds are more stable, they typically don’t provide a huge return on the investment.
Related or Semi-related Video
Finance: What is Coupon Stripping?3 Views
finance a la shmoop what is coupon stripping? burlesque bonds that's the [Burlesque bond dancer on stage]
ticket or maybe not okay okay when a coupon is
stripped it is removed from the principle of a bond so in this sense
think of a bond as having two components there's the interest that it pays in the
form of a semi-annual coupon and then there's well the principle when the
coupon is stripped off of the bond it is sold separately to investors who are [Bond sold to investor]
simply buying a stream of cash flows into the future of interest payments
only they're not worried about collecting the principal so in practice
investors will simply do a discounted cash flow model of an interest payment
of I'll say six grand a year for 20 years which would be a total set of
interest payments of $120,000 for which investors will obviously pay less than
that amount today to discount back for the time value of money and the risk
that the issuer of that bond goes belly-up and one day decides it can no
longer pay its coupons so maybe that number is half of the hundred twenty [120k halved]
grand or two-thirds or three-fourths or something like that but it's some
meaningful discount to the eventual total payout of 120 thousand dollars and
the calculation of the math when it looks something like this to be all Wall
Streety and all the way you would calculate the value here would be to
make twenty columns each representing one year forward of coupon payments and [Columns appear for cash flow calculation]
then discounting back by one plus the risk-free rate ie what the Fed pays for
an analogous time period plus some premium added in for risk alright for
example if one year fed paper pays two percent to discount back the coupons for
next year well you might add a hundred basis points to the risk-free rate to
then divide that $6,000 payment by 1.03 to the first power
cause this bond issuer is not risk free all right skipping forward five years
well you might note that federal paper at that point is paying four percent for
its five-year term and because it's further into the future well you might [Power of 5 highlighted in calculation]
need to discount 250 basis points added on to that risk-free rate to account for
much higher degree of risk that while the company issuing those bonds goes
bye-bye so in this case you would discount those five year out bonds by
that six thousand dollar payment then divide by one plus the risk-free rate of
4% then you'd add in the risk premium you've added on top that's two and a
half percent to come up with a total base of six and a half percent making
the calculation 1.065 to the fifth power in the denominator which
then makes the present risk adjusted value of six grand paid five years from [Calculation answer appears]
now to equal about forty five hundred ninety bucks so if you keep doing this
math for twenty years that's about how long it will take to do this problem you
will come up with a fairly sophisticated answer as to how much those stripped
coupon payments are worth cumulatively over the next twenty years so then what
happened to the principal off of which those coupons were you know stripped
well the principal amount is actually much easier to calculate if it was a [Man discussing principal amounts of stripped coupons]
hundred grand while that was yielding six percent for twenty years well then
that hundred thousand dollars of principal will need to be paid back
after 20 years once so calculating the present value of that 20 years from now
hundred grand payment is way easier than calculating the myriad coupon payments
we just did along the way in fact it's just this one calculation and we might [Man pressing calculator buttons]
note that federal paper coming due in 20 years is yielding four and a quarter
percent and we're gonna add quite a lot of risk for a bond 20 years forward
because well, bad things happen to good companies all the time and we remember
that about two decades ago Yahoo was the most highly valued company on the planet [Yahoo logo appears]
and Amazon was worth a fraction of what Sears was worth so yeah bad things so
we're gonna add three and a half percent or three hundred fifty basis points of
risk premium each year to that four and a quarter percent risk-free rate to come
up with a total discount rate of 7 and 3/4 percent okay almost done hang with
me so now we're gonna calculate what that hundred grand is worth today when
it's paid out 20 years from now by dividing it by the quantity one plus [New calculation appears]
0.0775 to the 20th power and all that math then says that the hundred
grand 20 years from now is only worth about 22 grand and change so why would a
company strip off coupon payments and principal
in the first place answer simply put because investors were willing to buy
that bifurcated stripped security well some investors want small payments all [Investor being paid small payments]
the time and they don't care about a final large lump sum payment other
investors think lovers of zero coupon style bonds don't need any cash today [Man in bed with coupon]
and instead are having taking one lump payment with a relatively high return
delivered away at the very end of a couple of decades of interest loving
compoundage-- like you could buy one of those hundred grand thingies 20 years
from now for only 22 grand today so yeah that's coupon stripping and as far as [Man discussing coupon stripping]
real stripping goes well this is about as g-rated as it gets people here what [Woman with coupon for head pole-dancing]
do you think we're running here at shmoop..
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