# Who Are My Best Customers?

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3 SPSS offers several methods to quickly obtain the answers to these questions. SPSS Frequencies and Descriptives procedures are very good at providing a first look at our data, and the results often suggest other kinds of analyses we might perform. Where do our customers live? Analyzing whether customers are urban, suburban, or rural can help us determine an optimal marketing mix. SPSS Frequencies provides a table of counts and percents by category along with a visual representation of the data in a bar, histogram, or pie chart. SPSS presents the results as a table and chart, complete with explanatory labels. From the results shown in Chart 1, we learn that the largestproportion of our customer base (34.2 percent) lives in a suburban area, and the smallest proportion (19.4 percent) lives in a rural area. We also see that 16.9 percent have no area listed. SPSS automatically flags missing data for special treatment. It is useful to know when and why information is missing. For example, you might want to distinguish between data missing because they don t apply and data missing because they are unavailable. In Table 1, the percent column includes the missing data, but the valid percent column excludes it from the calculations. This provides a fast side-by-side comparison of how the missing data affect the results. What is the household income of our customers? There are several ways to gain a more detailed view of our customers. To obtain information about household income, for example, we examine basic summary statistics, such as the mean, minimum, and maximum values. Interval or continuous variables, such as income measured in dollars, are best first examined with descriptive statistics. The SPSS Descriptives procedure gives us a set of summary statistics. We learn from Table 2 that the average annual household income of the 2,000 customers in our database is approximately \$61,000, and that the majority of customers have incomes between \$50,000 and \$72,000. Chart 1 and Table 1. The SPSS table and chart reveal that most customers (34 percent) live in the Suburban area. Who are my best customers? 3

4 Table 2. The SPSS Descriptives procedure provides a quick summary showing that average household income is approximately \$61,000. How long have our customers been customers? To determine how long our customers remain with us, we must manipulate a field in our database and then count the number of customers in each period. Since the database contains the date we entered the customer into the database, we first compute a new variable: length of time as a customer. By using one of the many time functions available in SPSS, we can easily transform the date into the number of years since we acquired the customer. After computing this new variable, we can request a frequency table of the length of time a customer has been a customer. From Table 3, we learn that about 29 percent of our customers have been in the database for more than 10 years, and that just over half have been with us for seven years. Table 3. An SPSS Frequencies chart indicates that over 55 percent of our customers have been customers for seven years or more. How much money do our customers spend with us? Next, we can determine who are our best customers. Best customers are typically defined as the most profitable customers or the ones that spend the most money with our organization. To obtain the most accurate picture of customer lifetime value, we can create a predictive model that uses data describing previous purchases and behavior to forecast future purchases. In this simplified example, we begin with the total value of the orders placed by each customer. First, we create a new variable, total order value (in dollars), by summing the value of each order (Value1, Value2 and so on) in our database. Since total value is a continuous variable, a histogram is the most efficient way to graphically display the results. In a histogram, each bar represents a range of data. 4 Who are my best customers?

5 From the histogram in Chart 2, we learn that the majority of customers spent \$500 or less and that at higher dollar-value levels the number of customers making purchases steadily declines. The average amount spent by customers is \$1,360. A very small number of customers spent in excess of \$7,000. So far, we know that a typical customer: Lives in a suburban area Has a household income of \$61,000 Has been a customer for seven years Spends \$1,360 on our products and services How do customers respond to different promotional offers? Analyzing the results of specific marketing promotions is an important step toward understanding customers. Evaluating past efforts helps identify what worked and what did not, so you can duplicate your successes and learn from your failures. Chart 2. From the histogram, we see the majority of customers spent \$500 or less and that at higher dollar-value levels the number of customers making purchases steadily declines. Here, we want to answer two questions: How many people responded to each of our four offers? What is the average amount spent in response to our different promotions? To do so, we run SPSS Frequencies on each offer response and SPSS Descriptives on the order value for the four offers. In Table 4, we see that 890 customers, or almost 45 percent of the customer database, responded to Offer 1. Similar analysis for the other offers, would show a 39 percent response to Offer 2, a 37.4 percent response to Offer 3, and a 17.4 percent response to Offer 4. Table 4. Almost 45 percent, or 890 of the people in the customer database, responded to Offer 1. From this we know that Offer 1 had the highest response rate, but not how those responses translated into revenue for our company. Running Descriptives on Offers 1 through 4 reveals that the average value from Offer 1, \$377, was also the best of the four offers, as shown in Table 5, while Offer 3, which also had a very high response rate, was the worst with an average of only \$294 per response. So Offer 1 was, by both measures, more successful. Table 5. The analysis of purchase history reveals that the average value for Offer 3, \$294, is lower than the average value for the other offers. Who are my best customers? 5

6 Does customer retention vary by area? To explore this question, we generate a powerful statistical chart, the boxplot. This displays both the mean and the distribution of the data. From the boxplot in Chart 3, we learn that customers in rural areas have been customers longer, on average, than those in other areas. Chart 3. The boxplot displays both the mean and distribution of the data. It is easy to see that customers in rural areas have been customers longer, on average, than those in other areas. A Comparison of Means provides summary statistics for a measurement value by group. Table 6 shows the same information as the boxplot in table format. It reveals that while the overall average length of time in the database is 7.49 years, customers in rural areas have remained customers longer, on average, than those in suburban or urban areas. Is this a significant finding? Statistical significance tells us if the differences we see are random or if they are sufficiently large to justify further consideration. If the differences are statistically significant, this suggests the potential influence of some non-random factor. When statistical significance exists, it is a strong indication for further exploration. Table 6. This Comparison of Means report shows that while the overall average length of time in the database is 7.49 years, customers in rural areas have remained customers longer, on average, than those in suburban or urban areas. Table 7. The ANOVA report shows that the differences we see are statistically significant, a strong indication for further exploration. The ANOVA report in Table 7, shows that the differences between area and length of time as customers are statistically significant. Convention holds that the Pearson Chi-square statistic should be less than.05 for the exhibited differences to be statistically significant at the 95 percent confidence level. Since the significance for these results is.000, or less than.05, we can conclude the differences in means are likely significant: The overall distribution of average customer retention and area is probably not due to random causes, but to something else. Examples of possible causes include: Our first office was opened in a rural area There is more need for the product in one area than in another A certain product feature was introduced successfully in one area Other causes may exist and bear investigation. This is why it is also important to know your business, in order to gather the right data to test your theories about relationships. 6 Who are my best customers?

7 Did customer response to Offer 1 vary by area? Next, we continue our analysis of offer response. SPSS provides an easy way to graphically present information on all four offers, using a clustered bar chart. Chart4 providesa summary ofresponse patterns by area. We see that customers in urban areas tend to under-order relative to the other two, particularly the rural. This is a finding we could not have guessed by looking at the frequency distribution of area, which showed us that the rural areas contained fewer people. To find out if this is significant, we can further explore the results of individual offers by area. To answer the question How did people in each area respond to Offer 1? we perform an SPSS crosstab on Offer 1 by area. Table 8 shows 41.3 percent of the people who responded to Offer 1 were from suburban areas. While only 26.5 percent of the people who responded to Offer 1 were from rural areas, over half (50.5 percent) of the rural customers responded to the offer. Chart 4. The SPSS clustered bar chart provides a quick and clear way to present response patterns by area. To understand if area determines the likelihood of response to Offer 1, we compare the percentages in the % of area rows and find that 45 percent of people from suburban areas responded to this offer, and that 40 percent of people in urban areas responded. Based on this information, we conclude rural areas are good areas for an offer such as Offer 1. However, while it appears the percentages are different, that is insufficient reason to start duplicating Offer 1 in rural areas. First, we must determine if these percentages are statistically significant. Here, the Chi-square statistic indicates if statistical significance exists. Table 8. While only 26.5 percent of the people who responded to Offer 1 were from rural areas, over half (50.5 percent) of rural customers responded to the offer. Who are my best customers? 7

8 Table 9 contains Chi-square information for the area and Offer 1. In this case, the Chi-square is.007 and, therefore, is significant. There could be a specific, identifiable reason that made Offer 1 more successful in rural areas. Perhaps the copy spoke more directly to their needs, or the media type was better matched to attract and keep their attention. By identifying what made the campaign successful in rural areas, we can leverage that knowledge in future offers to this area. We also may choose to explore other relationships that underlie area. Table 9. A Chi-square of.007 for the area and Offer 1 indicates that the differences between areas are significant. How much have customers spent? Another way to look at purchase history is to assess total amount spent, rather than just the money spent on individual orders. Perhaps a relationship between total money spent and area will reveal some insights. A one-way ANOVA provides specific information about the significance of the differences in average values that you may see. Table 10. The average amount spent by customers in response to our four offers was \$1,400, but this varies by region. The first thing that one-way ANOVA provides is a table of Descriptive Statistics. Table 10 shows that the average total amount spent in response to each of the four offers by area varies widely. In urban areas, the average amount spent was \$1,206; in suburban areas, \$1,391 was the average spent; while in rural areas, the average spent was over \$1,600. The report also shows that the average difference exhibited between the spending levels in the suburban and the rural areas is not statistically significant. On the other hand, it shows that the difference between the rural and urban areas is significant. You can use this information to further explore how and why these areas differ and develop targeted marketing plans to leverage the differences. For example, a different marketing and sales mix, different offer, or special bundle of products and services may work better in the urban areas. The marketing programs in rural areas should be repeated there for continued success. 8 Who are my best customers?

9 How much will customers spend? Predictive models are powerful tools to help target prospects and optimize marketing resources. They help answer questions such as How much will customers spend, given their income level? In many statistical studies, the goal is to establish a relationship, expressed as an equation, for predicting typical values of one variable given the value of another. SPSS offers several procedures for establishing relationships and defining predictive models. These procedures include scatterplots and correlations, linear and logistic regression analysis, and classification trees. With the step-by-step instructions and help features built into the SPSS product family, you can perform these procedures successfully, even if you aren t a statistician. Chart 5 shows the shape of the relationship between these two variables. The scatterplot is the correct chart to display the joint distribution of two continuous or interval variables. The correlation coefficient of 60.8 percent, displayed in Table 11, indicates a strong relationship between household income and total money spent. Regression analysis further defines the relationship with a model, as shown in Table 12. This relationship shows that as household income increases, the total money spent on our products increases. We could use this finding to improve sales forecasts and the effectiveness of our marketing efforts. With the SPSS Classification Trees module, we can identify unique segments within our database, based on each customer s likelihood of having a specific characteristic or behavior that we are interested in predicting. In this case, we want to determine what characteristics are the best predictors of a customer s response to Offer 1. Chart 5. The scatterplot shows the shape of the relationship between these two variables. The more money customers earn, the more they spend on our products. Table 11. The correlation coefficient shows a strong relationship of 60.8 percent, revealing that as household income increases, the total amount spent on our products increases. Table 12. A linear regression defines the relationship between household income and the amount customers spend. Who are my best customers? 9

10 Chart 6. SPSS Classification Trees presents a model showing that customers with certain combinations of characteristics are most likely to respond to Offer 1. To begin the analysis, we put information about area, product class category, and household income into a model in order to find out which customers are most likely to respond to Offer 1. SPSS Classification Trees can use one of four established tree-growing algorithms to build a tree diagram of the results, as shown in Chart 6. Chart 7. A detailed view of one node of the classification tree shows that 73 percent of customers with income of between \$57,743 and \$64,893 who purchase products in class AB are likely to respond to Offer 1. Income is found to be the highest predictor, which corresponds to the earlier regression findings. If only household income is considered, the group of customers with income between \$57,743 and \$64,893, with a 53.9 percent response rate, do not appear to be as good a target as those with higher incomes. But SPSS Classification Trees can go beyond simple linear regression to explore further interactions between customer characteristics. When the details of the next level of branches are also used to compare segments, we find that households with income of between \$57,743 and \$64,893 who also purchased from product class AB (Node 8 in Chart 6 and Chart 7) are 21.8 percent more likely to respond to Offer 1 than households in Node 10, which have a higher household income but purchased from product classes C2 and DE. SPSS Classification Trees gives us a much clearer picture of the sub-segments that truly make up our best customers than earlier types of analysis did. We will be able to use this more detailed view to more accurately forecast sales and improve our marketing efforts. 10 Who are my best customers?

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