In conjoint analysis, what is the nature of the relationship between market share and revenue per unit for a product/service design? Please also explain "why"
In conjoint analysis, the nature of the relationship between
market share and revenue per unit for a product/service design is a
survey-based statistical technique used in market research that
helps determine how people value the different attributes
(functions, functions, benefits) that constitute a particular
product or service.
The purpose of the pooled analysis was to determine whether the
combination of determinants was most influential in respondents'
choices or decisions. A controlled set of potential products or
services for survey respondents is presented, and by analyzing the
way they choose between these products, the actual evaluation of
each item that constitutes the product or service can be
determined. These empirical estimates can be used to create market
models that evaluate market share, revenue, and even profitability
of new designs.
Conjoint is of mathematical psychology and was founded by Paul El
Green, professor of marketing at the Wharton School at the
University of Pennsylvania. Other prominent pioneers in the joint
analysis include Professor V. "Seenu" Srinivasan of Stanford
University who developed a linear programming procedure for
sequencing data and a self-explanatory method, Richard Johnson, who
developed the technique of Adaptive analysis of compounds in the
80s. Those years, and Jordan Louvier, who developed and developed
methods based on options for collaborative analysis and related
techniques such as worst case scaling.
Today it is used in many social sciences and applied sciences
including marketing, product management and operational research.
It is often used to test consumer acceptance of new product
designs, in evaluating advertising attractiveness, and in service
design. It is used in product locations, but there are some that
create problems with the implementation of this integrated
analysis.
Collaborative analysis techniques can also be termed
multidimensional composite models, selection of models with
different characteristics or preferences, and are part of a set of
commercial analytical tools widely used for analysis. Systematic
decisions. These tools include sales, brand value, Trade - off, and
mathematical methods such as AHP, evolutionary algorithms, or
rule-making experiments.
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