Introduction
Producers are faced with an array of technologies
for maximizing sheep production. They do not have
resources to invest in all technologies and must
choose both among types and quantities of inputs
used for their flocks. Economic response analyses
can assist them in making profitable decisions. Animal science research has
typically focused on changing the biological
production parameters of the animal to enhance
production. Maximum production has been the goal,
with little or no analysis of the profitability
of the increased production (Heady and Dillon,
1961). Since increased physical products do not
automatically generate increased total profit,
this research provides an important economic
component to producers' decision-making process.
In North Dakota, farm
profitability is often measured through the
checkbook of the producer and cash flow
frequently becomes the driving force behind most
producer decisions. Many farmers in the state do
not analyze their individual enterprise profit
centers, but rather depend on a measure of the
amount of cash on hand at the end of the year to
determine the success or failure of the farm or
ranch total business. This frequently leads to
incorrect management decisions since the profit
contribution of each profit center is unknown.
Furthermore, which management practice in each
enterprise is most responsible for profit in each
profit center is unknown.
Net profit is a function of many
parameters. An almost infinite number of
production practices and management decisions, as
well as many external forces, affect final profit
results from an enterprise. The question then
becomes which factors should a producer focus his
management attention on to make the best use of
his limited management time.
There is speculation among
researchers about the most important profit
criteria. Animal scientists may focus on the
production factors: lambing rate per ewe, weaning
weight of lambs, and lamb death loss. Someone
with an accounting background may focus on gross
income, total cost of production, and net farm
income. An economist may look at earned returns
to labor, management, and equity capital as well
as marketing decisions as crucial to the
profitability of the flock. A producer however,
cannot measure and analyze every possible
production or financial parameter.
A producer and his/her family
brings three resources to each enterprise on a
farm: equity capital, unpaid family and operator
labor, and management. The common factor among
all three resources is that they are limited.
Focusing management attention on non-critical
profit parameters in the sheep profit center
comes at a cost. The cost is loss in potential
profits in another profit center due to limited
management time.
It is important to identify the
critical control points (CCP) of operating a
profitable sheep enterprise so managers can focus
their limited management time and skills on those
factors most likely to affect the bottom line of
the sheep profit center. This insures that finite
management resources are allocated most
efficiently for all enterprises on the farm.
This study identified the
critical control points of operating a profitable
sheep profit center. This was accomplished by
estimating the statistical relationship of
various measurable financial and production
criteria to net cash profit. In this study, net
cash profit was defined as the return to unpaid
family labor, management, and equity capital.
Cash costs of acquisition were used for all
inputs measured.
Specific Objectives of
This Study
The primary objective of this study was to
identify the critical control points (CCP) for
profitability in a sheep production enterprise.
Knowing these CCPs allows producers to focus
their management efforts on those areas most
likely to affect flock profitability. This
information is also available to record-keeping
systems designers, allowing them to create
information management systems that gather CCPs
needed for profitable decision making.
The second objective of this
study was to generate statistical relationships
explaining each of the identified critical
control points. This allows producers to
understand the underlying production
relationships that are critical to the CCPs.
Materials and Methods
Data Used
This study uses data from a group of
North Dakota producers who were enrolled in a
sheep producer education project from 1988
through 1994. The data cover 1989 through 1993.
First-year data were not collected as producers
had not been trained in data collection
techniques. The education program terminated in
1994.
Livestock production data were
collected and analyzed for each flock using the
North Dakota Sheep Production Testing Program
(Haugen, 1981). Producers kept production records
on individual animal performance. As part of the
education program, assistance was provided on
weigh days for lambs and also in completing input
sheets for computer processing.
Financial data were collected for
the computer program SHEEPBUD (Nudell and Hughes,
1996). Client financial records ranged from
shoeboxes full of receipts to computerized
accounting programs. Producers were assisted in
data collection, and economic data input was done
on site with each client.
Not all clients who participated
in the educational program agreed to maintain all
records. Some kept only performance records,
others kept only financial records, and still
others kept both financial and performance
records. Not every producer who began the program
finished, and some did not start to keep records
until they had been in the program for a year or
two. Thus, the data set is a pooled set
containing both cross-sectional and time-series
data.
Data used in this study are from
those producers who completed the SHEEPBUD
records. Most of these producers also completed
the performance testing records. Ninety-six
records were used in the final analysis.
Information from the North Dakota Sheep
Production Testing Program and SHEEPBUD were
stored in a computer database.
Flock performance data included a
unique identifying number for each ewe and all of
her lambs, birth date of the lambs, sex of the
lambs, weaning date, and weight for each lamb.
Lambs that died were recorded along with the date
of death and if known, the cause of death. The
data set also included optional data including
sire identification for both ewes and lambs,
breed information, and producer comments about
the ewe or lambs. Financial data collected
include approximately 150 input parameters
covering both cash and opportunity costs.
Measurements include variable and fixed costs,
land use data, debt payments, and all revenue
data.
Thirty-four production and
financial factors were recorded in the database.
An additional seven variables were calculated
from the raw data and were included in a
database. To test for non-linearity, nearly all
variables were squared and cubed and tested for
inclusion in the model.
Because of the large number of
potential explanatory variables, stepwise
regression was used to search for independent
variables that explain the variation in
profitability. The intent of this regression
exercise was to determine which of the variables
the stepwise regression procedure would identify
as "significant" in the model and also
to see which variables were "not
significant" in predicting net profit.
After the stepwise equation was
completed, the information gained was used to
test multiple factors against net profit. Several
equations were tried with a goal of increasing
the model's efficiency, measured by the number of
variables used, without sacrificing the
predictive power of the model, measured by the
calculated R-square.
Management Parameters
Selected
The model identified four critical
control points in the profit equation. These four
CCPs were regressed against other variables in
the data set to identify a subset of management
factors affecting the four main critical control
points. A stepwise regression procedure was again
used for each parameter, and individual equations
were derived for the four critical control points
with a goal of finding an efficient1
equation with high predictive power.
1Efficiency
in this case is defined as an equation having
fewer defining variables and still maintaining
good predictive power.
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