Abstract

There are currently more than 107 TV stations in Kenya (with just over 10 free to air dominating the market), a number that has been growing exponentially since 2001. Further, more than 80% of the country’s population has access to a television. Driven by these two factors and the growing economy, advertising revenue for broadcasters has grown threefold from $107 million in 2007 to $359 million in 2013. With all this money being invested into TV advertising by companies, there has been a limited availability and exposure to tools for measuring the return of such huge investments for Ad spots. Research companies have developed tools to test ads and define the qualities of good advertisement, but none has zeroed down on estimating the conversion rates of those exposed to advertisement; the probability of audiences being converted to buyers of the advertised product. With a special focus on Fast moving consumer goods, a generalized linear model is obtained to estimate the probability of conversion from “viewers” to “buyers” for those that have been exposed to a particular TV advertisement. Data for 120 residents of Nairobi is collected. Demographic characteristics, social economic status, exposure, purchase habits and motivators data are collected. A multinomial logistic model was constructed using this data, with the response being a three-level multinomial variable – “Will buy”, “Will consider buying” and “Will not buy”. Six variables significantly influence the conversion of Television ad viewer to buyers – Gender, income/social class, Level of education, total time spent watching TV in a day, main television interest and most important feature of an advertisement. The model was validated by (a) significant test of the overall model, (b) tests of regression coefficients, (c) goodness-of-fit measures, & (d) validation of predicted probabilities. Three methodological issues were highlighted in the discussion: (1) the use of odds ratio, (2) the Hosmer and Lemeshow test extended to multinomial logistic models, and (3) the missing data problem. Believability and relatability of a television advertisement increase the probability of conversion by three times compared to the length/precision aspect. People with either primary or secondary education are also 3 times more likely to be converted compared to those with tertiary education.

Highlights

  • A general goal of regression analysis is to estimate the association between one or more explanatory variables and a single outcome variable

  • Research companies have developed tools to test ads and define the qualities of good advertisement, but none has zeroed down on estimating the conversion rates of those exposed to advertisement; the probability of audiences being converted to buyers of the advertised product

  • With a special focus on Fast moving consumer goods, a generalized linear model is obtained to estimate the probability of conversion from “viewers” to “buyers” for those that have been exposed to a particular TV advertisement

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Summary

Introduction

A general goal of regression analysis is to estimate the association between one or more explanatory variables and a single outcome variable. Multiple linear models have several independent/predictor variables which help us understand how these affect other dependent variable(s). Generalized Linear Modeling, a flexible generalization of the ordinary least squares regression, is a common technique used to obtain meaningful results in these cases since it allows for transformations and the response variables can have a distribution other than normal. These models help us accommodate binary, ordered and multinomial dependent variables, count data and positive valued continuous distributions [2]. The normal, Poisson and Binomial (And by extension, multinomial) distributions can be expressed in a generalized format and belong to the exponential family

Television Advertising
Regression Analysis in TV Advertising
Problem Statement
Ordinary Least Square Models
Random Component
Generalized Linear Models
Link Function
Logistic Regression Model
Multinomial Logistic Regression
Analysis Software
Response Variable
Predictor Variables
Parameter Estimation and Model Fit Tests
Interpretation and Prediction
Purchasing Vs Not Purchasing
Conclusions and Recommendations
Findings
Limitations and Future Research

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