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CONTENTS
Decomposing the Extensive and Intensive
Effects of Advertising on Fluid Milk and Cheese Demand
Articles and Recent Reports by staff at NICPRE
Directors Corner
Next Meeting
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NEC-63
Spring 2001
March 22-23, 2001
Washington, DC
Policy and Distribution Issues in Agricultural Commodity Promotion
Programs
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Decomposing the Extensive and Intensive Effects
of Advertising on Fluid Milk and Cheese Demand
by Todd M. Schmit, Chanjin Chung, Diansheng Dong, Harry
M. Kaiser (Cornell Univ.)
and
Brian Gould (University of Wisconsin)
Since 1984, U.S. dairy producers have contributed $0.15 per hundredweight
of milk sold to increase the demand for dairy products through generic
advertising, promotion, and product research. In 1995, fluid milk processors
joined the advertising efforts by enacting processor assessments of $0.20
per hundredweight on fluid milk sales through the MilkPEP program. Combined,
these checkoff programs collect more than $300 million annually, with
a relatively large share committed to the generic advertising programs.
Over the last four years, generic advertising expenditures have averaged
over $150 million annually for the fluid milk program and over $43 million
annually for the cheese program.
In this application, we utilize household-level purchase data to estimate
at-home demand functions for fluid milk and cheese products. We adopt
a Heckman-style two-step sample selection model, where the first stage
is represented by the dichotomous choice of whether to purchase, and the
second stage determines the level of consumption given the decision to
consume. The use of household-level data and the estimation procedure
employed allow us to decompose the total effect of generic advertising
into its extensive (probability of purchase) and intensive (level of consumption)
components. This is particularly important when evaluating advertising
programs to determine to whom the message has been successfully delivered
and the type of consumer response.
Fluid milk and cheese purchase data for at-home consumption and annual
household demographic data were obtained from the ACNielsen Homescan Panel
sample of U.S. households from January 1996 through December 1999.
Households use hand-held scanners to record food purchase information
including date of purchase, UPC code, total expenditure, and quantities
purchased. Sample households also submit annual demographic information.
Approximately 20,000 households were included in the estimation of the
fluid milk and cheese product demand equations. National generic fluid
milk and cheese advertising expenditures were merged with the household
data, aggregated across media type.
Fluid milk was disaggregated into four sub-categories: whole, reduced
fat (2%), light (0.5%-1%), and skim milk. Reduced fat milk was the most
common milk product, followed by skim and then whole and light milk. Cheese
was disaggregated into American, Mozzarella, Processed, and Other cheese
categories. The Other cheese category contains numerous varieties, including
Ricotta, Muenster, Farmers, brick, and cream cheese. Processed cheese
had the highest average consumption, followed by Other and American cheese,
while Mozzarella was a distant fourth.
Price, household income, household size, and generic advertising are
the basic explanatory variables (or, demand determinants)
included in the demand models. To account for price variation due solely
to volume and store discounts, we include variables that reflect the proportion
of purchases in various package sizes and store types. Differences in
household composition are accounted for with variables reflecting age
of the household head, whether mom works outside of the home, and the
proportion of family members by age classification.
The demand models also control for race, education, geographic location,
and seasonality.
Since our focus is on the decomposition of the extensive and intensive
effects on total demand (particularly for price and advertising), attention
will be directed to the computation of the corresponding elasticities.
The probability (i.e. stage 1) elasticity represents the percentage change
in probability of purchase for a 1% change in the selected variable (i.e.
the extensive effect), while the conditional (i.e. stage 2) elasticity
represents the percentage change in the quantity demanded, given purchase,
for a 1% change in the selected variable (i.e. the intensive effect).
The total, or unconditional, elasticity is the sum of the extensive and
intensive effects and represents the overall impact on demand.
Price effects were negative and highly significant for nearly all fluid
milk and cheese products (Table 1). Only light milk
had a positive conditional price elasticity, but this was not significantly
different from zero. Unconditional price elasticities for the aggregate
products revealed cheese demand to be approximately twice as sensitive
to price changes as fluid milk, largely the result of a substantially
higher purchase probability effect. This seems logical given the differences
in these products; e.g. perishability, purchase frequency, and role in
the household diet. Larger unconditional price elasticities on the individual
products were predominantly due to the high purchase probability effects.
This is likely reflective of product switching, which would not affect
the aggregate model estimates. For example, in response to a price reduction
for light milk, a household may switch their purchase from reduced fat
to light milk. This portrays little price response for the total milk
category, but relatively large price responses for the individual products.
Long-run generic advertising elasticities were positive and significant
for all fluid milk products. The generic advertising message appears to
have a predominantly intensive effect on fluid milk demand. For total
fluid milk, the unconditional long-run advertising elasticity was 0.081,
88% of which can be attributed to increasing the conditional demand for
milk from current consumers, while only 12% can be attributed to increasing
the probability of households to purchase. This is consistent across all
categories, with the largest relative response from the generic campaign
shown for reduced fat (0.081) and skim milk (0.082), followed closely
by whole (0.074) and light milk (0.072). Whether the results would be
similar from a more differentiated campaign is an empirical question and
cannot be gleaned from these results; however, the relative similarity
in response across all products seems consistent with the generic advertising
message and the relatively homogeneous nature of the fluid products.
While positive and significant in the total cheese category, the total
generic cheese advertising elasticities are lower than that estimated
for fluid milk. The total cheese advertising elasticity was estimated
to be 0.024; however, the entire amount of this was realized from the
extensive margin. That is, cheese advertising appears to be effective
at increasing the probability of purchase, but has no significant effect
on increasing the conditional demand of current consumers. This is consistent
across all cheese products in which no conditional demand elasticities
were significantly different from zero. The largest contributors to the
total cheese result were from Other (0.069) and American cheese (0.063),
while the Processed (0.021) and Mozzarella (0.021) advertising elasticities
were lower. It is interesting that while both programs are generic and
do not target any specific products, the individual product advertising
elasticities are more variable for the relatively differentiated cheese
products, but are much more similar for the relatively homogeneous milk
products.
The use of more micro-level data allows the researcher to capture additional
household heterogeneity effects not available in more aggregate analyses.
Furthermore, one can decompose the total effect on demand into that which
induces purchase and that which changes the demand levels of current consumers.
Both advertising programs have significantly increased the demand for
their respective products; however from the wide disparity in extensive
versus intensive advertising response, it is clear that the fluid milk
and cheese generic advertising campaigns are inducing different types
of response. Fluid milk advertising seems most effective at increasing
the demand of current consumers; i.e. when consumers buy, they're buying
more. The effect on the probability of purchase is also positive but is
less pronounced. Conversely, the effect that cheese advertising has had
on total household demand is clearly from increasing the probability of
purchase. Therefore, even though the level of purchase is unchanged at
each purchase occasion, households are purchasing cheese more frequently
and, in turn, increasing the total at-home demand for cheese.
Information such as this provides valuable information to dairy product
marketers in determining where past efforts have been most effective and
in developing future advertising strategies with respect to their target
audience.
AUTHOR'S ACKNOWLEDGEMENTS
This article is part of a larger research effort on the effectiveness
of generic dairy advertising on household-level demand. Additional model
results are available upon request. This research was sponsored by the
Agricultural Marketing Service, U.S. Department of Agriculture and was
funded by Dairy Management, Inc. and MilkPEP. We wish to thank John Mengel
and Madlyn Daley for coordinating this research. We also acknowledge ACNielsen
in providing the household data used in this study. All statements in
this article are the conclusions of the authors; ACNielson does not support
or confirm any conclusions made by the authors which the authors claim
to be based on AC Nielsen information.
Table 1. Price and Long-Run Advertising Elasticities for At-Home Consumption
(Evaluated at sample means)
| |
Price
|
Advertising
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| Variable |
Prob. |
Condtl. |
Uncondtl. |
Prob. |
Condtl. |
Uncondtl. |
|
| Total Milk |
-0.037 * |
-0.136 * |
-0.173 * |
0.010 * |
0.071 * |
0.081 * |
| Whole |
-0.605 * |
-0.167 * |
-0.772 * |
0.011 * |
0.063 * |
0.074 * |
| Reduced Fat |
-0.529 * |
-0.128 * |
-0.657 * |
0.009 * |
0.073 * |
0.081 * |
| Light |
-0.563 * |
0.027 |
-0.535 * |
0.014 * |
0.058 * |
0.072 * |
| Skim |
-0.522 * |
-0.007 |
-0.529 * |
0.016 * |
0.066 * |
0.082 * |
| Total Cheese |
-0.157 * |
-0.184 * |
-0.341 * |
0.023 * |
0.000 |
0.024 * |
| American |
-1.027 * |
-0.221 * |
-1.248 * |
0.062 * |
0.001 |
0.063 * |
| Mozzarella |
-1.235 * |
-0.342 * |
-1.577 * |
0.025 * |
-0.004 |
0.021 * |
| Processed |
-0.500 * |
-0.113 * |
-0.613 * |
0.024 * |
-0.003 |
0.021 * |
| Other |
-0.438 * |
-0.289 * |
-0.726 * |
0.067 * |
0.002 |
0.069 * |
* Significant at the 1% level.
- Prob.
- Probability elasticity; i.e. the percentage change
in probability of purchase for a 1% change in price or advertising
- Condtl.
- Conditional elasticity; i.e. the percentage change
in quantity demanded, given purchase, for a 1% change in price or advertising
- Uncondtl.
- Uncondtional elasticity; i.e. the percentage change
in total quantity demanded for a 1% change in price or advertising
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