Col Solare + assignment questions
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Uploaded by DrSnake3917
Originally Written by Simha Mummalaneni, Adapted for Excel by Jonathan Zhang
Col Solare: Free Samples in the B2B Wine Industry Col Solare is a winery based near Red Mountain, in eastern Washington’s Columbia Valley. The company is an equal partnership between two popular and well-respected wineries in Washington state and in Tuscany: Chateau Ste. Michelle and Marchesi Antinori, respectively. At the time of founding, Col Solare’s stated goal was to produce fine wines that unite illustrious Italian wine making know-how with the dense and luscious fruits that reflect Washington terroir. Col Solare’s first vintage was produced in 1995, and their wines have been highly rated by all of the four major publications: Wine Advocate, Wine Enthusiast, Wine & Spirits, and Wine Spectator. High-end wineries like Col Solare typically have significant marketing budgets, and the marketing employees are typically assigned to smaller groups that each focused on a specific issue. For instance, Col Solare has smaller sub-groups focused on branding, retail support, promotional activity, B2B sales, and design & packaging. The marketing groups at wineries have traditionally not been data-centric, but as in other industries, this was starting to change. Col Solare had recently created a small Marketing Analytics group and had given the group a broad mandate: their goal was to use data insights to improve marketing across the organization.
Robert Parker had recently been promoted to the role of Chief Analytics Officer at Col Solare, and in that role, he managed the new Marketing Analytics group. This was Parker’s first job in the wine industry, but he had a wealth of relevant knowledge: he had spent the previous 17 years working in B2B marketing analytics, and he was also a wine enthusiast and collector. Parker had chosen to focus on B2B issues as his first project as Chief Analytics Officer for two reasons: (1) his background in B2B marketing analytics meant that he was already up-to-speed on
the relevant issues, and (2) there was a perception within executives at Col Solare that the B2B side of the company had not been receiving enough attention over the past few years, which meant that he had a significant opportunity to improve things.
Cases are not intended to serve as endorsements, sources of primary data, or illustrations of effective or ineffective management. Some elements of this case have been disguised or fictionalized for pedagogical reasons and/or to assure confidentiality.
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The B2B Wine Industry
Wineries make money both from selling wine to individual consumers and selling wine to businesses. The B2C side is relatively straightforward: most wine sales occur in retail stores (grocery stores, liquor stores, specialty wine shops; etc.), but there is also a small share of sales that are direct-to-consumer (monthly wine clubs, direct shipments from wineries; etc. Col Solare is best known for its Cabernet Sauvignon and Red Blend wines. Over the years, the company has also introduced other varietals including Malbec, Syrah, and Cabernet Franc, all under the Col Solare brand name. All of these Col Solare branded wines are typically sold in retail stores for about $85 per bottle. Separately, the winery also produces a cheaper Red Blend under its “Shining Hill” sister brand, and those wines are sold for $40. On the B2B side, wineries sell bulk orders of wine to institutional customers. Typically, these
B2B customers are restaurants and bars, but wineries also sell their products to hotels, airlines, and other companies in the entertainment & hospitality industries. Col Solare sells to B2B customers through two channels: both directly and indirectly. Direct sales are those in which a restaurant/bar directly purchased from the winery, typically by speaking with a salesperson from Col Solare and placing an order. Indirect sales are those in which a restaurant/bar purchased from a distributor that sells Col Solare wines in addition to other
wine and alcohol products from different manufacturers. Col Solare typically sells wine to B2B customers by the case, with each case containing 12 bottles.
Roughly one-quarter of Col Solare’s B2B sales are direct, and the remaining three-quarters are indirect. Both of these channels are profitable for Col Solare, although direct sales are preferable for two reasons: (1) Col Solare earns a higher margin for each unit sold because there is no need to share money with a distributor, and (2) Col Solare can keep track of which products its direct customers are buying, which opens up possibilities for direct marketing tactics.
B2B customers who buy directly from Col Solare are entered into a customer database, and all their purchases are logged. As a result, marketing managers and salespeople at Col Solare can contact these customers to inform them about new products and to make recommendations for new wines they might like. Another direct marketing tactic used by Col Solare is to send out free samples: the winery sends a restaurant/bar a free bottle of wine so that the owners and staff members can try it for themselves before deciding whether to purchase a case. Many restaurants and bars find it hard to keep up with details of new wine releases and to make decisions about which new wines might be worth trying out. As a result, wineries have difficulties when trying to properly inform customers about their newest releases. In recent years, Col Solare had found that sending free samples was a helpful way of mitigating this problem. Many of Col Solare’s B2B customers reported that they much more likely to buy a case of wine if
they could first try the product and decide whether it was a good fit for their establishment. The main downside of sending out free samples is the cost associated with doing so. Col Solare is a high-end winery, and each of their bottles typically costs about $10 to produce. In addition, Col Solare also incurs a shipping cost of roughly $20 per bottle, or $40 per case. Wine bottles need to be packaged carefully to avoid breakage, and they are typically shipped overnight in order to reduce the possibility of being affected by adverse weather conditions during transit.
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Running a Test Campaign
When Robert Parker became Chief Analytics Officer at Col Solare in February 2020, he identified the B2B free samples program as a marketing tool that seemed promising but needed refinement. He decided to run a test campaign, in which he would send free samples to some customers and keep track of which customers made purchases afterwards and which customers didn’t. By next month once all the data had come in, Parker and his Marketing Analytics team would be able to evaluate whether it made sense to keep sending customers free samples, and if so, whether any changes needed to be made to the program.
The newest wine vintage that Col Solare had to offer was a 2016 Red Blend. Col Solare was particularly well-known for its Red Blends, which are a carefully chosen combination of different
grape varietals. The 2016 Red Blend is made up of four different varietals: 70% Cabernet Sauvignon, 23% Merlot, 4% Syrah, and 3% Malbec. Although the grapes for this wine had been picked in 2016, the lengthy production and aging process meant that bottles were only ready to be
sold in early 2020.
Parker decided that the test campaign would focus on this new 2016 Red Blend. The specifics
for the test campaign were as follows:
1.
Col Solare had 25,000 restaurants and bars in its B2B customer database. Parker would select 5,000 of them at random, and these 5,000 customers would be in the test campaign.
2.
Each of the 5,000 customers in the test campaign would receive a free bottle of Col Solare’s new 2016 Red Blend. 3.
One week after the wine was delivered to the customer, a Col Solare salesperson would contact the customer (typically either the owner or manager of the establishment) to ask whether they would like to purchase a case of the 2016 Red Blend. 4.
Col Solare kept track of each customer’s purchase vs. no-purchase decision, and this would all get logged in the customer database for future use.
Data Description
Once the test campaign had concluded, Parker’s team started to examine the data that they had collected. Each row of the data represented a specific customer, and each column contained information about that customer’s characteristics, previous buying behavior, and whether or not the customer chose to purchase a case of the 2016 Red Blend after they had received the free sample.
This data is provided in the dataset called “ColSolare.csv.” See Exhibit 1 for a full summary of the variable names and descriptions.
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Exhibit 1: Dataset Description
Contents of “ColSolare.csv,” which contains records for 5000 customers.
Variable Name
Variable Description
customer_id
Unique ID number for each customer
customer_type
Whether the customer’s establishment is a restaurant or bar
state
State where the customer is located (abbreviated)
zip
ZIP code for the customer (5 digits)
zip3
First 3 digits of the customer’s ZIP code
customer_sqft
Size of the customer’s establishment (measured in square feet)
first_purch
Number of months since the customer’s first purchase from Col
Solare
last_purch
Number of months since the customer’s most recent purchase from Col Solare
cases
Total number of wine cases that the customer has purchased directly from Col Solare
dollars
Total dollars that the customer has spent with Col Solare
cab_franc
Total number of Cabernet Franc cases that the customer has purchased from Col Solare
cab_sauvignon
Total number of Cabernet Sauvignon cases that the customer has purchased from Col Solare
malbec
Total number of Malbec cases that the customer has purchased from Col Solare
merlot
Total number of Merlot cases that the customer has purchased
from Col Solare
red_blend
Total number of Red Blend cases that the customer has purchased from Col Solare
syrah
Total number of Syrah cases that the customer has purchased from Col Solare
buyer
Did the customer buy the 2016 Red Blend after receiving the free sample? (1 = yes, 0 = no)
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Discussion Questions (part 1): Understanding Customers in the B2B Wine Industry Your Task (Can be completed using basic Excel functions, data analysis tookpak, and Excel pivot table)
Put yourself in the shoes of Robert Parker, the new Chief Analytics Officer at Col Solare. Your immediate task is to analyze the data from the Col Solare test campaign, in an attempt to understand how Col Solare’s customers behave.
The test campaign contains 5000 customers (restaurants and bars) which were chosen at random from the Col Solare customer database. Because these 5000 customers were chosen at random, we can assume that customer patterns we observe with the test campaign data should generally also hold true in the larger database as well.
Your assignment is to answer the following 10 questions. 1.
What percentage of Col Solare customers are restaurants?
2.
Which four states account for the largest percentage of Col Solare’s customers?
3.
What is the average total dollars spent, the average total number of cases purchased, and the average number of months since last purchase?
4.
Create a new variable called avg_price that represents (for each customer) the average price-per-case for the wine that they have purchased. Calculate the minimum, the maximum, and the average of this new variable.
5.
Which types of wine (Cabernet Franc, Malbec, Syrah; etc.) have the highest sales? Which have the lowest sales?
6.
How many restaurants are in the data, and how many bars are in the data? What percentage of restaurants bought the 2016 Red Blend? What percentage of bars bought the 2016 Red Blend?
7.
How many cases of wine have been purchased by restaurants and how many cases of wine have been purchased by bars? What is the average number of cases purchased for restaurants and what is the average number of cases purchased for bars?
8.
Create a new variable that represents (for each customer) the gap in months between their first purchase and their most recent purchase. Calculate the minimum, the maximum, and the average of this new variable.
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9.
What percentage of customers who have purchased two or more cases of wine chose to buy the 2016 Red Blend?
10.
Do larger restaurants and bars buy more wine? Calculate the correlation between the size of the customer’s establishment and the number of cases that they have purchased.
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Col Solare (part 2): Targeting Free Samples in the B2B Wine Industry (The logistics regression part can be done using ChatGPT4’s Advanced Data Analysis)
Upon taking over as the new Chief Analytics Officer at Col Solare, Robert Parker had decided to evaluate whether it made sense for the company to send free samples of their wine to restaurants and bars that were in their customer database. Many of Col Solare’s B2B customers had previously reported that these free samples were a very helpful way for them to discover new offerings, and that they had decided to buy wines in the past only after receiving and trying the free sample that Col Solare had sent them. Despite the positive feedback from customers, Parker was concerned because he knew that sending out these free samples was very expensive. In order to examine the profitability of this approach, Parker and his Marketing Analytics group had carried out a test campaign consisting of
5000 restaurants and bars that had been randomly chosen from the customer database. Each of these 5000 customers received a free bottle of Col Solare’s new 2016 Red Blend. One week later,
they were contacted by a salesperson from Col Solare who asked if they wanted to purchase a case of the 2016 Red Blend. Parker’s suspicion was that sending free samples to all B2B customers was not the ideal approach — there were too many customers that were unlikely to be interested in any particular bottle of wine, so Col Solare was wasting money by sending them a free sample. Parker was eager to evaluate the effectiveness of more sophisticated approaches that can include details about the customer. In particular, Parker asked his team to use logistic regression (also known as a logit model) in order to understand which factors affected customer response, and to develop a targeting rule that can guide future decisions regarding which customers should get free samples.
Part 2.1: Logistic Regression 11.
Estimate a logistic regression using “buyer” as the dependent variable and the following as predictor variables:
last_purch
dollars
customer_type
customer_sqft
cab_franc
cab_sauvignon
malbec
merlot
red_blend
syrah
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Technical Note
:
The cases
variable is excluded from the set of predictor variables — including it will lead to perfect collinearity because cases
(the total number of cases purchased) is equal to the sum of the number of cases purchases in each of the 6 wine categories. By including the number of purchases in each category, there is
no need to include the total number of
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Hint: to do this, first transform the “customer type” variable into a 0/1 dummy variable:
The next step is to run the logistic regression and view the regression output:
Finally, create a new variable that contains the predicted probability of purchase for each customer.
Calculated : Please check excel - Logistic regression output tab.
SUMMARY OUTPUT
Regression Statistics
Multiple R
0.411932537
R Square
0.169688415
Adjusted R Square
0.168024131
Standard Error
0.326440822
Observations
5000
ANOVA
df
SS
MS
F
ignificance F
Regression
10
108.6509
10.86509
101.9587731
4.8E-193
Residual
4989
531.6459
0.106564
Total
4999
640.2968
Coefficients
tandard Erro
t Stat
P-value
Lower 95%Upper 95%
ower 95.0% Upper 95.0%
Intercept
0.212108424
0.026448
8.019781
1.30935E-15 0.160258
0.263958 0.160258
0.263958438
customer_encode
-0.093216415
0.010135
-9.19749
5.26716E-20
-0.11309
-0.07335
-0.11309
-0.0733474
customer_sqft
2.77017E-06
7.65E-06
0.362017
0.71735488
-1.2E-05
1.78E-05
-1.2E-05
1.77716E-05
last_purch
-0.00777369
0.000573
-13.5554
3.9093E-41
-0.0089
-0.00665
-0.0089
-0.006649425
dollars
0.000139023
0.000114
1.224136
0.22095863
-8.4E-05 0.000362
-8.4E-05
0.000361668
cab_franc
-0.110313507
0.082204
-1.34195
0.17967389
-0.27147
0.050842
-0.27147
0.050842476
cab_sauvignon
-0.025155387
0.081979
-0.30685
0.758970158
-0.18587
0.13556
-0.18587
0.13556019
malbec
-0.155664978
0.082028
-1.8977
0.057792831
-0.31648
0.005146
-0.31648
0.005146125
merlot
-0.115615733
0.081961
-1.41061
0.15842144
-0.2763 0.045065
-0.2763
0.045064655
red_blend
0.037920659
0.081914
0.46293
0.64343481
-0.12267
0.198509
-0.12267
0.198509038
syrah
-0.05951739
0.081975
-0.72604
0.467848871
-0.22023
0.101191
-0.22023
0.101190554
Note: Through correlation analysis, it is found that dollars is co-related to merlot and other varieties in various degrees, the highest being 0.71. But it is not omitted as the predictor variables were given as a part of instructions.
Also computed % Probability – Check Predicted Probability tab in excel
Example : customer_id customer_type customer_encode customer_sqft last_purch dollars cab_franc cab_sauvignon malbec merlot red_blend syrah buyer
Logit
Probability
%Probability
1 restaurant
1
4538
35
3790
1
0
1
2
0
1
0
-0.170444782
0.457491665
45.75%
2 bar
0
3128
27
7215
1
1
1
3
2
2
0
0.027438302
0.506859145
50.69%
3 bar
0
2954
31
5757
2
1
2
1
2
0
0
-0.02932763
0.492668618
49.27%
4 restaurant
1
2731
29
6492
0
2
1
2
3
1
0
0.200715461
0.55001108
55.00%
5 restaurant
1
2939
25
7808
1
3
1
5
1
0
0
-0.075386104
0.481162394
48.12%
6 restaurant
1
3308
31
5108
0
0
1
4
0
2
0
-0.462381782
0.386420951
38.64%
7 bar
0
3347
27
6539
1
0
1
1
3
3
1
0.236916307
0.558953582
55.90%
12.
Create and interpret the odds ratios for each of the predictor variables. Summarize and interpret the results (so that a marketing manager can understand them). Which variables are significant? Which seem to be “important”?
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Coefficients
Odds Ratio
Interpretation
Intercept
0.212108424
1.236281921
The baseline odds of being a buyer are increased by approximately 24% when all predictor variables are zero.
customer_encode
-0.093216415
0.910996325
The odds of being a buyer decrease by approximately 9% for each unit increase in "customer_encode." This variable seems to have a modest impact on the likelihood of being a buyer.
customer_sqft
2.77017E-06
1.00000277
The odds of being a buyer show a negligible increase for each unit increase in "customer_sqft." This variable seems to have a minimal impact.
last_purch
-0.00777369
0.992256447
The odds of being a buyer decrease slightly by approximately 0.78% for each unit increase in "last_purch." This variable has a small impact on the likelihood of being a buyer.
dollars
0.000139023
1.000139033
The odds of being a buyer show a very slight increase for each unit increase in "dollars." This variable seems to have a minimal impact.
cab_franc
-0.110313507
0.895553329
The odds of being a buyer decrease by approximately 10.44% for each unit increase in "cab_franc." This variable seems to have a significant negative impact on the likelihood of being a buyer.
cab_sauvignon
-0.025155387
0.975158374
The odds of being a buyer decrease by approximately 2.48% for each unit increase in "cab_sauvignon." This variable has a small negative impact.
malbec
-0.155664978
0.85584587
The odds of being a buyer decrease by approximately 14.42% for each unit increase in "malbec." This variable seems to have a significant negative impact.
merlot
-0.115615733
0.890817469
The odds of being a buyer decrease by approximately 10.92% for each unit increase in "merlot." This variable seems to have a significant negative impact.
red_blend
0.037920659
1.038648822
The odds of being a buyer increase by approximately 3.86% for each unit increase in "red_blend." This variable seems to have a small positive impact.
syrah
-0.05951739
0.942219148
The odds of being a buyer decrease by approximately 5.78% for each unit increase in "syrah." This variable has a modest negative impact.
Summary:
Significant Variables:
"cab_franc," "malbec," and "merlot" appear to be significant as they have odds ratios significantly less than 1, indicating a notable negative impact on the odds of being a buyer.
Important Variables:
"red_blend" appears to be important as it has an odds ratio greater than 1, indicating a positive impact on the odds of being a buyer. However, the impact is relatively small compared to the negative impacts of other variables.
Minimal Impact Variables:
"customer_sqft" and "dollars" seem to have minimal impact, as their odds ratios are very close to 1.
The marketing manager may want to consider focusing on promoting wines like "red_blend" to increase the odds of a customer being a buyer. Meanwhile, caution may be
needed when dealing with wines like "cab_franc," "malbec," and "merlot," as they appear
to have a negative impact on the likelihood of being a buyer. Further analysis or targeted marketing strategies may be needed for these wines. Part 2.2: Decile Analysis of Logistic Regression Results 13.
Assign each customer to a decile based on their predicted probability of purchase. Hint:
the “predicted probability of purchase” is calculated by multiplying the parameters estimates (beta) from the estimated logistic regression with each person’s set of independent variables (X’s) using the formula e^(bX)/(1+e^(bX)). It represents
the best prediction of the logit model of how likely a customer is to buy a case of the 2016 Red Blend.
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Computed in “Decile Distribution” tab. Sample below
Logit
Probability
%Probability Decile
0.911610849
0.713329679
71.33%
10
0.840467801
0.698563731
69.86%
10
0.820277628
0.69429527
69.43%
10
0.819368209
0.694102212
69.41%
10
0.788579003
0.687526134
68.75%
10
0.774628629
0.684521307
68.45%
10
0.750940339
0.67938356
67.94%
10
0.74742455
0.678617263
67.86%
10
0.737007567
0.676341147
67.63%
10
0.736994397
0.676338264
67.63%
10
0.728039204
0.674374842
67.44%
10
0.727682535
0.674296515
67.43%
10
Note. Sorted, hence sample shows all 10
Excel formula used =PERCENTILE.INC($O$2:$O$5001,S19)
=MATCH(O7,$T$18:$T$28,2)
14.
Create a bar chart that plots response rate by decile (as just defined above). Hint:
the “response rate” is not the same as the “predicted probability of purchase.” Instead, it is the percentage of customers in a given group (for example, a particular decile) that chose to buy a case of the 2016 Red Blend. It is the average of predicted probability of purchase for each decile.
Response rate computation by Decile is shown below.
Row Labels
Sum of buyer
Average of %Probability
Count of Probability
% Response Rate
1
4
0.481430724
500
0.80%
2
15
0.501545536
500
3.00%
3
28
0.511709433
500
5.60%
4
31
0.521259539
500
6.20%
5
48
0.530364255
500
9.60%
6
59
0.539130628
500
11.80%
7
76
0.547886775
500
15.20%
8
88
0.558127731
500
17.60%
9
143
0.573089646
500
28.60%
10
262
0.609305804
500
52.40%
(blank)
Grand Total
754
0.537385007
5000
Bar chart showing response rate
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0.00%
10.00%
20.00%
30.00%
40.00%
50.00%
60.00%
0
50
100
150
200
250
300
1
2
3
4
5
6
7
8
9
10
Response Rate vs Decile
Buyers in the group
Group Average Probability
% Response Rate
15.
Similarly, to visualize the same results differently, generate a Table showing the number of customers in each decile, the response rate in each decile, and the number of customers in each decile who chose to buy a case of the 2016 Red Blend (
Hint: the number of buyers = number of total customer in each decile x response rate of each decile
) Decile #
Buyers in the group
Group Average Probability
% Response Rate
1
4
0.481430724
0.80%
2
15
0.501545536
3.00%
3
28
0.511709433
5.60%
4
31
0.521259539
6.20%
5
48
0.530364255
9.60%
6
59
0.539130628
11.80%
7
76
0.547886775
15.20%
8
88
0.558127731
17.60%
9
143
0.573089646
28.60%
10
262
0.609305804
0.524
16.
For the 5000 customers in the dataset, estimate a logistic regression model where you
predict response only based on the “merlot” variable. Why is the odds ratio for “merlot” different than in the logistic regression in Part 1? Please be specific and provide an intuitive explanation beyond simply stating the statistical problem.
Merlot only model is computed in - Merlot Only
Part 1: Simple Odds Calculation and Pivot Table
In Part 1, where odds were calculated by simple division and pivot table, it's likely
that no other variables were considered in the analysis. The odds ratio for "merlot" in
this context would represent the change in odds of the response (buying wine)
associated with a one-unit increase in "merlot," without considering other factors.
Part 2: Logistic Regression Model with Merlot Only
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In Part 2, a logistic regression model was employed to predict the response based on
"merlot." The odds ratio for "merlot" in this context represents the change in odds of the
response associated with a one-unit increase in "merlot,".
1.
Adjustment for Confounding:
In the logistic regression model, "merlot" is analyzed while adjusting for
potential confounding variables. The model considers the influence of other
factors that might affect the odds of the response variable. This adjustment
helps provide a more accurate estimate of the unique contribution of
"merlot."
2.
Consideration of Continuous Predictors:
If "merlot" is treated as a continuous variable in the logistic regression, the
odds ratio reflects the change in odds associated with a one-unit increase in
"merlot." In the pivot table odds calculation, "merlot" might have been
categorized differently, leading to different interpretations.
3.
Statistical Precision:
The logistic regression model provides statistical significance testing for the
odds ratio. The p-value associated with the odds ratio indicates whether the
observed effect is statistically significant. In the pivot table approach,
statistical significance might not have been assessed.
4.
Model Fit:
The logistic regression model considers the fit of the model to the data,
capturing the overall relationship between "merlot" and the response. The
pivot table approach might not account for the complex interplay between
variables and may provide a more simplified view of the relationship.
5.
Assumption of Linearity:
Logistic regression assumes a linear relationship between the log odds and
predictor variables. If the relationship is nonlinear, the logistic regression
odds ratio may differ from the odds calculated using a pivot table, which
might not make the same assumption.
In summary, the logistic regression model offers a more sophisticated analysis, considering
statistical significance, adjusting for confounding, and providing a more nuanced interpretation of
the odds ratio for "merlot." The differences between the two approaches could arise from these
methodological distinctions.
Part 2.3: Profitability Analysis Col Solare had a total of 25,000 customers in its B2B customer database, and 5,000 of them have already received a free bottle of the 2016 Red Blend because they were in the test campaign.
For the remaining 20,000 customers, Parker would like to figure out how much money Col Solare
would make if they were to send out free samples (and subsequent offers) in a targeted fashion.
Whenever Col Solare sent a single bottle to a customer as a free sample, there were two costs involved: a shipping cost of $20, and a cost of goods sold of $10 per bottle. One week after sending the sample to the customer, Col Solare asked the customer whether it would like to buy a case of the 2016 Red Blend. If the customer said no, then Col Solare earned zero dollars in revenue and zero dollars in additional expenses. If the customer said yes, then Col 12
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Solare earned $720 in revenue. However, it also incurred a shipping cost of $40 and the cost of goods sold was $120.
17.
How high does the customer’s predicted probability of response need to be in order for them to be a profitable target?
18.
Assume that Col Solare ships free samples only to their target customers; i.e., those whose predicted probability of buying is greater than the breakeven rate.
a.
Of the remaining 20,000 customers in the database, how many buyers would you expect to get?
b.
What would be the expected response rate?
c.
What is the expected profit (in dollars)? d.
What is the expected return on marketing expenditures?
Part 2.4: Planning For Next Year The Marketing Analytics group at Col Solare was excited about their results and was trying
to plan for the company’s next product launch: a Merlot (using 2017 grapes) that was scheduled
to be released in Spring 2021. However, there was a disagreement between team members: some
argued that the results from the current test campaign could also be used to decide which
customers should get a free bottle of the 2017 Merlot, so Col Solare didn’t need to run another
test. Meanwhile, others argued that the company would have to run a new test next year in order
to figure out whom to target.
19. First, provide a yes/no answer to this question: does Col Solare need to run another
test campaign next year, or do they not need to do so? Then, explain your reasoning
and defend your answer.
Part 2.5: Predicting Total Spending Another manager at Col Solare wants to use this dataset for a different purpose: to understand
what factors can explain how much a customer spends over time. Specifically, she would like to understand how the overall spending for each customer (the “dollars” variable) can be explained by the following variables:
The number of months since the customer’s first purchase (the “first_purch” variable)
The number of Malbec cases they have purchased (the “malbec” variable)
The number of Merlot cases they have purchased (the “merlot” variable)
The number of Syrah cases they have purchased (the “syrah” variable)
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20.
What kind of statistical method would be best for addressing this question, and why? Conduct the appropriate analysis, show the results, and explain how each of the above 4 variables affects total spending.
Method :
Here's how you can set up and interpret the multiple logistic regression model for new manager. Steps:
1.
Regression Analysis:
Ensure that your dataset contains the necessary variables ("dollars," "first_purch," "malbec," "merlot," "syrah").
Use Excel toolpak to perform a multiple linear regression analysis.
2.
Interpretation:
Examine the coefficients of the independent variables to understand their impact on the dependent variable ("dollars").
Check the p-values associated with each coefficient to assess their statistical significance.
Evaluate the overall fit of the model using metrics like R-squared.
All calculations are in – “New Model Q 20” tab
Regression output below
SUMMARY OUTPUT
Regression Statistics
Multiple R
0.912595
R Square
0.83283
Adjusted R
0.832696
Standard E
806.5713
Observatio
5000
ANOVA
df
SS
MS
F
ignificance F
Regression
4 1.62E+10
4.05E+09
6221.179
0
Residual
4995 3.25E+09
650557.3
Total
4999 1.94E+10
Coefficients
tandard Erro
t Stat
P-value
Lower 95%Upper 95%
ower 95.0%
Upper 95.0%
Intercept
113.2311 19.47433
5.814379
6.46E-09
75.05289
151.4094
75.05289 151.4094
first_purch 39.46761 0.850764
46.39079
0
37.79974
41.13548
37.79974 41.13548
malbec
675.8412 16.43267
41.12789
0
643.6259
708.0564
643.6259 708.0564
merlot
678.3266 12.33051
55.01204
0
654.1534
702.4999
654.1534 702.4999
syrah
701.6075 20.25239
34.64319
7.1E-236
661.9039
741.3111
661.9039 741.3111
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Intercept: The intercept represents the baseline spending when all predictors are zero. In this case, it's $113.23. It suggests that even if a customer has made no previous purchases
("first_purch" is zero) and has not purchased any Malbec, Merlot, or Syrah ("malbec," "merlot," and "syrah" are zero), the expected spending is $113.23.
first_purch: Each additional month since the first purchase is associated with an increase in spending by $39.47. This implies that customer spending tends to increase over time.
malbec, merlot, syrah: Each additional case purchased for Malbec, Merlot, or Syrah is associated with a substantial increase in spending. For example, each additional case of Syrah purchased is associated with an increase in spending by $701.61, holding other variables constant. This indicates that purchasing specific types of wine has a significant positive impact on total spending.
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