Price Risk Management for Canola
Producers in the Northern Plains - Continued
EB-74,
November 2000
Price Analysis - Continued
Correlations
Hedging of commodities relies on the relationship
or correlation between futures and cash prices.
Correlations indicate the degree that prices tend to move in the
same direction. Thus, higher correlations between cash
and futures prices would indicate that prices move similarly
and risk in cash prices can be offset by hedging with futures.
Correlations were estimated among Velva cash
canola prices; canola futures prices; soybean, soybean oil, and soybean meal futures prices; exchange rates
and Vancouver cash canola prices. The correlations are
shown in Table 3 and indicate that changes in Velva
cash prices are most closely correlated with canola
futures (correlation = .95). Soybean oil futures provide the
next best correlation (.86) with Velva cash followed by
Soybean futures (.76). These correlations suggest that
canola futures should provide the most risk reduction for
hedging Velva cash canola.
Table 3. Correlations of prices, August 1993 - July 2000.a
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Velva Canola Soybean Soyoil Soymeal Exchange Vancouver
Canola Futures Futures Futures Futures Rate Canola
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Cts/bu $C/mt Cts/bu Cts/lb $/Ton $C/$US $C/mt
Velva Canola 1.00 .95 .76 .86 .57 -.61 .95
Canola Futures 1.00 .66 .87 .44 -.30 .96
Soybean Futures 1.00 .55 .94 -.49 .65
Soyoil Futures 1.00 .30 -.37 .79
Soymeal Futures 1.00 -.54 .43
Exchange Rate 1.00 --
Vancover Canola 1.00
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a Dashes indicate that correlation was not significant.
The results in Table 3 are strong evidence in favor
of using canola futures to manage price risk. To ensure
that hedging in canola futures is the most appropriate
strategy, correlations for additional combinations were analyzed.
Correlations were examined for contract values (Table 4) and specific periods (one-month price
changes and four-month price changes). Contract values were
in U.S. dollars per hundredweight and derived for
the contract volumes specified in Table 4. Correlation
results for contract values were similar to those for prices.
Table 4. Correlations of contract value in $US, August 1993 - July 2000.a
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Velva Canola Soybean Soyoil Soymeal Exchange Vancouver
Canola Futures Futures Futures Futures Rate Canola
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Velva Canola 1.00 .96 .76 .86 .57 -.61 .98
Canola Futures 1.00 .71 .87 .53 -.52 .97
Soybean Futures 1.00 .55 .94 -.49 .74
Soyoil Futures 1.00 .30 -.37 .83
Soymeal Futures 1.00 -.54 .56
Exchange Rate 1.00 -.41
Vancover Canola 1.00
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a Contract values based on 5,000 bushels in a Velva contract, 20 metric tons
in a canola futures contract, 5,000 bushels in a soybean futures contract,
60,000 pounds in a soybean oil futures contract, 100 tons in a soybean meal
futures contract, $100,000 in an exchange rate contract, and 5,000 bushels
in a Vancouver contract.
Correlations for one-month changes indicate that
canola futures still provide the strongest relationship and
that weaker relationships prevail for soybeans and soybean
oil (Table 5). For four-month changes, canola futures
and soybean oil futures were stronger than for
one-month changes, while soybeans were worse (Table 6).
Table 5. Correlations of one-month price changes, August 1993 - July 2000.a
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Velva Canola Soybean Soyoil Soymeal Exchange
Canola Futures Futures Futures Futures Rate
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Cts/bu $C/mt Cts/bu Cts/lb $/Ton $C/$US
Velva Canola 1.00 .83 .50 .62 .24 --
Canola Futures 1.00 .56 .70 .29 --
Soybean Futures 1.00 .59 .86 --
Soyoil Futures 1.00 .27 --
Soymeal Futures 1.00 --
Exchange Rate 1.00
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a Dashes indicate that correlation was not significant.
Table 6. Correlations of four-month price changes, August 1993 - July 2000.a
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Velva Canola Soybean Soyoil Soymeal Exchange
Canola Futures Futures Futures Futures Rate
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Cts/bu $C/mt Cts/bu Cts/lb $/Ton $C/$US
Velva Canola 1.00 .87 .43 .74 -- --
Canola Futures 1.00 .51 .69 -- --
Soybean Futures 1.00 .38 .84 --
Soyoil Futures 1.00 -- .27
Soymeal Futures 1.00 --
Exchange Rate 1.00
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a Dashes indicate that correlation was not significant.
This analysis shows that the indicators of current
Velva cash canola prices and longer term price changes,
from best to worst, are canola futures, soybean oil
futures, soybean futures, and soybean meal futures.
Hedge Ratios
Hedge ratios were derived for hedging Velva
cash canola with canola futures only and with combinations
of canola futures, exchange rates, and soybean oil
futures. These were also estimated for hedging during specific time periods. The hedge ratios were based on
historical price data and prices that were converted to a
common currency, $US, before the hedge ratios were estimated.
Hedge ratios were estimated for contracting
5,000 bushels (2,500 hundredweight) of canola using the value
of futures contracts (this would indicate the number of
futures contracts to use to hedge 2,500 hundredweight of
a farmer's production). A hedge ratio of 4.76 contracts
of canola futures was derived. Using this ratio, about
97 percent of the variability in prices could be
eliminated (Table 7).
Table 7. Estimated hedge ratios, based on August 1993 - July 2000 data in
$US, and
hedging effectiveness for alternative hedging strategies.
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Hedge Ratio
---------------------------------
Futures Contracts Futures Cwt
per 5,000 Bushels per Cwt Hedging
Hedge Strategy Production Production Effectiveness
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WCE Canola Futures 4.76 0.84a .97
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CBOT Soyoil Futures 1.56 0.37b .94
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Multi Market Hedge in:
WCE Canola 3.84 0.68 .93
CBOT Soybeans 0.17 0.20
CBOT Soyoil 0.27 0.06
Exchange Rate 0.09
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Implied Hedge Ratios for WCE Canola Futures Derived through Simulationc
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Rolling 5-Month Change 5.10 0.9
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Preharvest (May-Aug), 9.07 1.6
November Contract
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Postharvest (Aug-Feb), 2.83 0.5
March Contract
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Postharvest (Aug-Apr), 7.93 1.4
May Contract
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a 4.76 * 20 MT * 22.046 / 2,500 = .84 where 22.046 is the number of
hundredweight in a metric ton and 2,500 is the number of
hundredweight equivalent to 5,000 bushels.
b 1.56 * 600 / 2,500 = .37 where 600 is the number of hundredweight
in a soybean oil futures contract and 2,500 is the number of
hundredweight equivalent to 5,000 bushels.
c These were simulated and not estimated with regression analysis so
no effectiveness was derived.
The ratio indicates that 4.76 canola futures
contracts should be used to hedge 5,000 bushels (2,500
hundredweight) of canola. Alternatively, .84 hundredweight
of canola futures should be used to hedge each
hundredweight of production.* In other words, hedging 84
percent of production minimizes risk. Again, the emphasis
with hedge ratios is on minimizing risk, not maximizing returns.
* 4.76 WCE canola contracts is equivalent to 4,197 bushels (4.76 * 20 MT * 2204.62 / 50 =
4,197 bushels where 2204.62 is the number of pounds in a metric ton and 50 is the number of
pounds in a bushel of canola). This 4,197 bushels is equivalent to 84 percent of 5,000 bushels.
When hedging production with soybean oil futures,
the hedge ratio is 1.56 contracts to 5,000 bushels
production (Table 7). This strategy would provide less risk
reduction (controlling 94 percent of price variability) than the
canola futures strategy.
Hedges placed in multiple markets were examined using combinations of canola futures, soybean
futures, soybean oil futures, soybean meal futures, and
foreign exchange rate futures; however, these provided little if
any additional risk reduction over a strategy using
canola futures only (Table 7).
Alternative hedge ratios were examined for time
periods farmers would traditionally use hedging strategies.
These are provided to give an indication of how additional
risk could be controlled, and to indicate how hedge ratios
can change depending on the specific time period it is
placed. Four periods were examined.
First, a rolling hedge using canola futures was
placed throughout the year and held for a period of five
months. This hedging strategy was simulated using a range
of hedge ratios.
Results from the simulation reveal the tradeoff
between risk and returns from these hedge ratios. Since the goal
of hedging is to minimize risk, an optimal hedge ratio of .9
is indicated (Table 7 and Figure 25).
Figure 25.
This hedge ratio (.9) provides the lowest level of
risk (standard deviation = .21 $/Cwt). This means 100
hundredweight of farm production should be hedged with
90 hundredweight of canola futures to minimize risk.
Using a higher hedge ratio (1.2) results in a
higher return measured as the net change in the value hedged
(-.000169 $/Cwt), but with a higher level of risk
(standard deviation = .23 $/Cwt). Similarly, using a lower hedge
ratio (.7 ) results in a lower return (-.0002 $/Cwt) and
higher levels of risk (standard deviation = .223 $/Cwt).
The change in return was very small within the range
of hedge ratios analyzed (.5-1.2). However, the change in risk has important management implications. Also,
only price risk is evaluated, not revenue risk, which would
also consider variability of yields and loss/gains from
hedging more than projected production.
Second, hedges were examined that were placed
in May and removed in August using the November
canola futures, which is similar to the period a production
hedge would be placed. In this May to August hedge, a
hedge ratio of about 1.65 is indicated (Table 7). The
maximum reduction in risk would occur when 100 hundredweight
of farm production is hedged with 165 hundredweight
of canola futures.
A third case was a postharvest strategy where a purchase was made in August and held to February
in the March canola futures to replace sold production.
In this August to February strategy, a hedge ratio of .5
is indicated (the maximum reduction in risk would
occur when 100 hundredweight of farm production is hedged
with 50 hundredweight of canola futures).
The fourth example is also for a postharvest
strategy where May canola futures are purchased in August
and held to April. In this August to April hedge, a hedge ratio
of 1.4 is indicated (the maximum reduction in risk
would occur when 100 hundredweight of farm production
is hedged with 140 hundredweight of canola futures).
Implications of Hedge Ratios
Due to the high correlation between Velva cash
prices and canola futures, the best hedging strategy from a
risk reduction perspective is opposite positions held in
cash and canola futures. Although traditionally hedges are
1:1, risk could be reduced further in this case by using a
hedge ratio of about .8 to .9. Risks could be reduced further
by adding positions in other contracts including
foreign exchange and soybean oil. However, the added
risk reduction potential of these is relatively small and
would most likely be offset by the additional transaction
costs required for the additional futures positions.
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November 2000
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