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Segmentation of buyers:
1. By age
2. By gender (men, women, kids)
3. By income (low, middle, high)
 By income level
 By savings level
4. By family size
5. By lifestyle
 Sportsmen
 Housewives
 Officeworkers/Freelancers/Unemployed
 Businessmen
 white collars/blue collars
 Travelers
 Fashionists
6. By nationality
7. By race
8. By religion
9. By role
 Fashion movers
 Influencers
 Decision makers
 Buyers
 End users
Segmentation of products:
1. By season (winter, spring, summer, autumn, in-between)
2. By material used
3. By style
4. By color
5. By geographic region
6. By brand
7. By price
8. By production method
 Mass production
 Individualmanufacture
9. By distribution method:
 Stores
 E-commerce (websites, socialmedia, landing page
 By catalogue
10. By theme:
 Wedding
 Military
 Work shoes
 Medicine
 Big sizeetc.
11. By price orientation
 Standard price
 Stocked price (low costbrands, pastyear collections)
 Reduced price
12. By elasticity
Sales promotion of shoeware
I. Customization (3D printing, individual manufacture)
II. Physicaland nonphysicaldiscounts (cumulativepoints;
buy 2, get 3rd free; buy 2 for a price of 1; holiday,
special events price offs, birthday gifts; free
complimentary goods; discount for a family of 4 people,
for aged people; students cards, freeshop cards after
filling in questionnaireetc.)
III. Credit payment options
IV. Huge warranty period (morethan rivals offer)
V. Aromamarketing (specialfragrances in a showroom),
audiomarketing (surrounded music), tactile marketing
(chocolates in a vasein a showroom, things that a
potential buyer wants to touch), visualmarketing
(design of a showroom, showcases/racks).
Warmlight enhances the presenceof leather goods,
jeans and suites benefit froma cold light. It’s preferable
to have a ratio of 80% neutral colors against20% of
bright specific themed colors. Citrus fragrancearouses
happiness, lavender and green tee alleviate and
tranquilize, vanilla and ambergris – providereliability
and comfort, flower scents –romance and adventure. As
for a tactile preferences wood is perfect for showcases.
VI. On screen video placed in a shop with new collection
or/and fashion week shows demonstration.
VII. Social media stunts:
 Reviews in facebook, twitter, vkontakte, themed
media, review sites
 Coupons, promo actions
 Quizzes
 Feedback forms (upon a firstrun of a future
advertising, new collection involve target
audience in a process of evaluation, advice in
order to commence a dialogue with a potential
customer as a primary goal.
 Instagramas sale’s platform(5-6 hash tags
underneath a photo)
VIII. Partner’s mutualbenefit actions.
(Buy and get a sales coupon in a massagesaloon,
romantic night in a restaurantfor a couple, free ticket
for movie, exhibition etc.)
IX. Neurolinguistic programming elements:
 The more efforts a buyer applies the more
valuable acquisition is (let a customer trade off;
persuadehim to buy a best bid; cause a frenzy,
artificial shortage)
 Productinvolving (when a customer participates
in a product, when he can alter a product
according to his preferences)
 Creation of inferiority (you are shortof smth..)
 Desireof distraction (selling goods at the airport
for instance to destruct people from upcoming
flight)
 Strategy “We are not finished yet and you will
extra get…”
X. Advertising
With a live model. Highlights:
 A model blends with environmentby color and on contrary advertised shoe
is underlined
 Any action draws attention (crossing legs when sitting down)
 Elimination of competitor (only legs, feet are left)
Without a live model. Highlights:
 Addition of importance attributes (gypsumbustnearby – an element of
classicalculture; flowers symbolizebeauty, femininity and tenderness;
wooden texture – closeness to nature; apples –temptation, horses –
aristocratism, crocodiles, lizards and snakes –exotica; cats and leopards –
elegance and grace
 Action as well (flying sneaker for instance)
Examples of using SPSS IBM Statistics
1. Compare two means (Independentand two-paired t-tests)
Initial data
20 shoe shops in Dubai and Abu Dhabi, their selling records per week
before and after test (for instancelaunch of promotiveadvertising
campaign of louboutins)
Null hypothesis1: Placeof selling doesn’taffect the quantity of louboutins
sold.
Null hypothesis2: Advertising campaign failed and didn’t affect the sales.
Shops Region Pretest Posttest
1 1,00 2000,00 2700,00
2 1,00 1400,00 1534,00
3 1,00 3455,00 3806,00
4 2,00 437,00 657,00
5 2,00 630,00 754,00
6 2,00 865,00 945,00
7 1,00 2567,00 3235,00
8 2,00 395,00 298,00
9 1,00 1234,00 2345,00
10 1,00 3214,00 5348,00
11 1,00 5463,00 5550,00
12 2,00 626,00 822,00
13 1,00 1235,00 1356,00
14 2,00 371,00 426,00
15 2,00 143,00 175,00
16 2,00 68,00 79,00
17 2,00 101,00 167,00
18 2,00 352,00 406,00
19 1,00 1111,00 1645,00
20 2,00 631,00 743,00
Group Statistics
Region N Mean
Std.
Deviation
Std.
Error
Mean
Qty of
louboutins
sold per
w eek
Dubai 9,00 2408,7 1445,82 481,94
Abu Dhabi
11,00 419,91 252,87 76,24
Independent Samples Test
Levene's Test for
Equality of
Variances t-test for Equality of Means
F Sig. t df
Sig.
(2-
tailed)
Mean
Difference
Std. Error
Difference
95% Confidence
Interval of the
Difference
Low er Upper
Qty of
louboutins
sold per
w eek
Equal
variances
assumed
13,84 0,0016 4,51 18,00 0,0003 1988,87 441,44 1061,45 2916,29
Equal
variances
not
assumed
4,08 8,40 0,0032 1988,87 487,93 872,98 3104,76
As we can see fromthe tables Equal variances are not assumed (Sig <0.05) and
null hypothesis1 can be rejected (Sig. 2 tailed<0.05).
Outcome1: Place of selling does affect the quantity of goods sold and mean value
for Dubai is much larger that for Abu-Dhabi.
Paired Samples Statistics
Mean N
Std.
Deviatio
n
Std.
Error
Mean
Pair 1 Qty of louboutins sold per
w eek 1314,90 20,00 1394,40 311,80
Qty of louboutins sold per
w eek 1649,55 20,00 1673,98 374,31
Paired Samples Correlations
N
Correlatio
n Sig.
Pair 1 Qty of louboutins sold per
w eek& Qty of louboutins
sold per w eek 20,00 0,96 0,0000
Paired Samples Test
Paired Differences
t df
Sig.
(2-
tailed
)Mean
Std.
Deviation
Std.
Error
Mean
95% Confidence
Interval of the
Difference
Low er Upper
Pair 1 Qty of louboutens sold per
w eek- Qty of louboutins
sold per w eek
-334,65 516,83 115,57 -576,54 -92,76 -2,90
19,0
0
0,009
As we can see fromthe tables above two means differ unessential but t-test
shows us that null hypothesis can be rejected (Sig. 2-tailed<0,05).
Outcome2: Advertising campaign affected the sales (increased it).
2. Compare two means in more than 2 clusters.
Initial data
4 shops, 10 brands sold in each shop
Null hypothesis: all luxury brands contributethe same shareinto a total qty
of goods sold.
Shop Brand Qty,pcs
Shop1 Gucci 3
Shop1 Miu-miu 6
Shop1 Stuart Weitzman 2
Shop1 Brain Atwood 7
Shop1
Alexandra
Mcqueen 4
Shop1 WalterSteiger 33
Shop1
Christian
Louboutin 2
Shop1 JimmyChoo 2
Shop1 ManoloBlahnik 6
Shop1 LouisVoitton 12
Shop2 Gucci 3
Shop2 Miu-miu 5
Shop2 Stuart Weitzman 1
Shop2 Brain Atwood 8
Shop2
Alexandra
Mcqueen 4
Shop2 WalterSteiger 14
Shop2
Christian
Louboutin 2
Shop2 JimmyChoo 7
Shop2 ManoloBlahnik 2
Shop2 LouisVoitton 37
Shop3 Gucci 6
Shop3 Miu-miu 7
Shop3 Stuart Weitzman 8
Shop3 Brain Atwood 2
Shop3
Alexandra
Mcqueen 5
Shop3 WalterSteiger 21
Shop3
Christian
Louboutin 3
Shop3 JimmyChoo 7
Shop3 ManoloBlahnik 5
Shop3 LouisVoitton 43
Shop4 Gucci 5
Shop4 Miu-miu 7
Shop4 Stuart Weitzman 12
Shop4 Brain Atwood 45
Shop4
Alexandra
Mcqueen 23
Shop4 WalterSteiger 20
Shop4
Christian
Louboutin 23
Shop4 JimmyChoo 12
Shop4 ManoloBlahnik 9
Shop4 LouisVoitton 55
Descriptives
Qty sold
N Mean
Std.
Deviation
Std.
Error
95% Confidence
Interval for Mean
Minimum Maximum
Lower
Bound
Upper
Bound
Gucci 4,00 4,25 1,50 0,75 1,86 6,64 3,00 6,00
Miu-miu 4,00 6,25 0,96 0,48 4,73 7,77 5,00 7,00
Stuart Weitzman 4,00 5,75 5,19 2,59 -2,51 14,01 1,00 12,00
Brain Atwood 4,00 15,50 19,84 9,92 -16,07 47,07 2,00 45,00
Alexandra
Mcqueen
4,00 9,00 9,35 4,67 -5,87 23,87 4,00 23,00
Walter Steiger 4,00 22,00 7,96 3,98 9,34 34,66 14,00 33,00
Christian
Louboutin
4,00 7,50 10,34 5,17 -8,96 23,96 2,00 23,00
JimmyChoo 4,00 7,00 4,08 2,04 0,50 13,50 2,00 12,00
Manolo Blahnik 4,00 5,50 2,89 1,44 0,91 10,09 2,00 9,00
Louis Voitton 4,00 36,75 18,12 9,06 7,92 65,58 12,00 55,00
Total 40,00 11,95 13,32 2,11 7,69 16,21 1,00 55,00
Test of Homogeneity of Variances
Qtysold
Levene Statistic df1 df2 Sig.
2,87 9,00 30,00 0,01
ANOVA
Qtysold
Sum of
Squares df
Mean
Square F Sig.
Between Groups 3813,90 9,00 423,77 4,10 0,00
Within Groups 3104,00 30,00 103,47
Total 6917,90 39,00
Post Hoc Tests
Tamhane Gucci Miu-miu -2,00 0,89 0,97 -7,85 3,85
Stuart
Weitzman
-1,50 2,70 1,00 -28,04 25,04
Brain
Atwood
-11,25 9,95 1,00 -132,02 109,52
Alexandra
Mcqueen
-4,75 4,73 1,00 -58,77 49,27
Walter
Steiger
-17,75 4,05 0,58 -62,69 27,19
Christian
Louboutin
-3,25 5,23 1,00 -63,75 57,25
Jimmy
Choo
-2,75 2,17 1,00 -22,00 16,50
Manolo
Blahnik
-1,25 1,63 1,00 -13,18 10,68
Louis
Voitton
-32,50 9,09 0,81 -142,44 77,44
Miu-miu Gucci 2,00 0,89 0,97 -3,85 7,85
Stuart
Weitzman
0,50 2,64 1,00 -28,90 29,90
Brain
Atwood
-9,25 9,93 1,00 -131,14 112,64
Alexandra
Mcqueen
-2,75 4,70 1,00 -58,91 53,41
Walter
Steiger
-15,75 4,01 0,72 -63,08 31,58
Christian
Louboutin
-1,25 5,19 1,00 -63,73 61,23
Jimmy
Choo
-0,75 2,10 1,00 -22,83 21,33
Manolo
Blahnik
0,75 1,52 1,00 -13,37 14,87
Louis
Voitton
-30,50 9,07 0,86 -141,66 80,66
Stuart
Weitzman
Gucci 1,50 2,70 1,00 -25,04 28,04
Miu-miu -0,50 2,64 1,00 -29,90 28,90
Brain
Atwood
-9,75 10,25 1,00 -114,20 94,70
Alexandra
Mcqueen
-3,25 5,34 1,00 -41,03 34,53
Walter
Steiger
-16,25 4,75 0,56 -47,14 14,64
Christian
Louboutin
-1,75 5,79 1,00 -45,04 41,54
Jimmy
Choo
-1,25 3,30 1,00 -21,17 18,67
Manolo
Blahnik
0,25 2,97 1,00 -20,71 21,21
Louis
Voitton
-31,00 9,42 0,82 -123,95 61,95
Brain
Atwood
Gucci 11,25 9,95 1,00 -109,52 132,02
Miu-miu 9,25 9,93 1,00 -112,64 131,14
Stuart
Weitzman
9,75 10,25 1,00 -94,70 114,20
Alexandra
Mcqueen
6,50 10,97 1,00 -78,51 91,51
Walter
Steiger
-6,50 10,69 1,00 -96,98 83,98
Christian
Louboutin
8,00 11,19 1,00 -73,90 89,90
Jimmy
Choo
8,50 10,13 1,00 -101,82 118,82
Manolo
Blahnik
10,00 10,02 1,00 -106,00 126,00
Louis
Voitton
-21,25 13,43 1,00 -99,76 57,26
Alexandra
Mcqueen
Gucci 4,75 4,73 1,00 -49,27 58,77
Miu-miu 2,75 4,70 1,00 -53,41 58,91
Stuart
Weitzman
3,25 5,34 1,00 -34,53 41,03
Brain
Atwood
-6,50 10,97 1,00 -91,51 78,51
Walter
Steiger
-13,00 6,14 0,98 -49,29 23,29
Christian
Louboutin
1,50 6,97 1,00 -39,29 42,29
Jimmy
Choo
2,00 5,10 1,00 -39,22 43,22
Manolo
Blahnik
3,50 4,89 1,00 -43,32 50,32
Louis
Voitton
-27,75 10,19 0,88 -102,82 47,32
Walter
Steiger
Gucci 17,75 4,05 0,58 -27,19 62,69
Miu-miu 15,75 4,01 0,72 -31,58 63,08
Stuart
Weitzman
16,25 4,75 0,56 -14,64 47,14
Brain
Atwood
6,50 10,69 1,00 -83,98 96,98
Alexandra
Mcqueen
13,00 6,14 0,98 -23,29 49,29
Christian
Louboutin
14,50 6,53 0,96 -25,16 54,16
Jimmy
Choo
15,00 4,47 0,66 -18,04 48,04
Manolo
Blahnik
16,50 4,23 0,59 -21,20 54,20
Louis
Voitton
-14,75 9,89 1,00 -94,50 65,00
Christian
Louboutin
Gucci 3,25 5,23 1,00 -57,25 63,75
Miu-miu 1,25 5,19 1,00 -61,23 63,73
Stuart 1,75 5,79 1,00 -41,54 45,04
Weitzman
Brain
Atwood
-8,00 11,19 1,00 -89,90 73,90
Alexandra
Mcqueen
-1,50 6,97 1,00 -42,29 39,29
Walter
Steiger
-14,50 6,53 0,96 -54,16 25,16
Jimmy
Choo
0,50 5,56 1,00 -46,97 47,97
Manolo
Blahnik
2,00 5,37 1,00 -51,47 55,47
Louis
Voitton
-29,25 10,43 0,84 -101,86 43,36
Jimmy
Choo
Gucci 2,75 2,17 1,00 -16,50 22,00
Miu-miu 0,75 2,10 1,00 -21,33 22,83
Stuart
Weitzman
1,25 3,30 1,00 -18,67 21,17
Brain
Atwood
-8,50 10,13 1,00 -118,82 101,82
Alexandra
Mcqueen
-2,00 5,10 1,00 -43,22 39,22
Walter
Steiger
-15,00 4,47 0,66 -48,04 18,04
Christian
Louboutin
-0,50 5,56 1,00 -47,97 46,97
Manolo
Blahnik
1,50 2,50 1,00 -14,18 17,18
Louis
Voitton
-29,75 9,29 0,86 -128,64 69,14
Manolo
Blahnik
Gucci 1,25 1,63 1,00 -10,68 13,18
Miu-miu -0,75 1,52 1,00 -14,87 13,37
Stuart
Weitzman
-0,25 2,97 1,00 -21,21 20,71
Brain
Atwood
-10,00 10,02 1,00 -126,00 106,00
Alexandra
Mcqueen
-3,50 4,89 1,00 -50,32 43,32
Walter
Steiger
-16,50 4,23 0,59 -54,20 21,20
Christian
Louboutin
-2,00 5,37 1,00 -55,47 51,47
Jimmy
Choo
-1,50 2,50 1,00 -17,18 14,18
Louis
Voitton
-31,25 9,17 0,83 -136,07 73,57
Louis
Voitton
Gucci 32,50 9,09 0,81 -77,44 142,44
Miu-miu 30,50 9,07 0,86 -80,66 141,66
Stuart
Weitzman
31,00 9,42 0,82 -61,95 123,95
Brain
Atwood
21,25 13,43 1,00 -57,26 99,76
Alexandra
Mcqueen
27,75 10,19 0,88 -47,32 102,82
Walter
Steiger
14,75 9,89 1,00 -65,00 94,50
Christian
Louboutin
29,25 10,43 0,84 -43,36 101,86
Jimmy
Choo
29,75 9,29 0,86 -69,14 128,64
Manolo
Blahnik
31,25 9,17 0,83 -73,57 136,07
As we can see fromthe tables null hypothesis can be rejected (ANOVA
sig.<0.05) butweshould conduct Posthoc test to identify which brand
contributes the mostshare. According to Tamhane test it’s a Louis Voitton
brand (differences are the largest).
Outcome: all luxury brands contributedifferent shareinto a total qty of
goods sold and Louis Voitton brand expels the others.
3. Multiple regression.
Initial data
Monthly costfor advertising in newspapers
Monthly costfor advertising on the radio
SEO optimization costs
Paper catalogues production cost
Total marketing expenditures
Tasks
Find out if above mentioned initiatives representthe major shareof overall
marketing expenditures, comprisea regression model, determine the major
influencer.
Model Summaryb
Model R R Square
Adjusted R
Square
Std. Error of the
Estimate
1 ,858a
,736 ,619 2670,01769
ANOVAa
Model Sum of Squares df Mean Square F Sig.
1 Regression 179111192,822 4 44777798,206 6,281 ,011b
Residual 64160950,035 9 7128994,448
Total 243272142,857 13
Coefficientsa
Model
Unstandardized
Coefficients
Stan
d.
Coeff
.
t
Sig
.
95,0% Confidence
Interval for B Correlations
Collinearity
Statistics
B
Std.
Error Beta
Low er
Bound
Upper
Bound
Zero
-
orde
r
Parti
al
Par
t
Toleran
ce VIF
1 (Constant) 38177,
84
7632,5
5
5,00
0,0
0
20911,
80
55443,
87
Advertizingjourn
als
,686 ,439 ,378
1,56
2
,15
3
-,307 1,679 ,746 ,462
,26
7
,500
2,00
2
Advertizingradio
,297 ,213 ,403
1,39
4
,19
7
-,185 ,779 ,782 ,421
,23
9
,350
2,85
6
Seocosts
1,188 1,553 ,173 ,765
,46
4
-2,326 4,702 ,592 ,247
,13
1
,574
1,74
1
Papercatalogue
s -,211 ,248 -,149
-
,849
,41
8
-,773 ,351
-
,245
-,272
-
,14
5
,952
1,05
0
Collinearity Diagnosticsa
Model Eigenvalue
Condition
Index
Variance Proportions
(Constant) Advertizingjournals Advertizingradio Seocosts Papercatalogues
1 1 4,771 1,000 ,00 ,00 ,00 ,00
2 ,147 5,689 ,01 ,04 ,20 ,00
3 ,051 9,639 ,00 ,71 ,19 ,13
4 ,025 13,783 ,00 ,13 ,49 ,68
5 ,005 29,887 ,99 ,12 ,11 ,19
Correlations
Totalmarketingcost Advertizingjournals Advertizingradio Seocosts Papercatalogues
Pearson
Correlation
Totalmarketingcost
1,000 ,746 ,782 ,592 -,245
Advertizingjournals ,746 1,000 ,691 ,381 -,153
Advertizingradio ,782 ,691 1,000 ,639 -,046
Seocosts ,592 ,381 ,639 1,000 -,116
Papercatalogues -,245 -,153 -,046 -,116 1,000
Sig. (1-
tailed)
Totalmarketingcost
,001 ,000 ,013 ,199
Advertizingjournals ,001 ,003 ,090 ,301
Advertizingradio ,000 ,003 ,007 ,438
Seocosts ,013 ,090 ,007 ,347
Papercatalogues ,199 ,301 ,438 ,347
N Totalmarketingcost 14 14 14 14 14
Advertizingjournals 14 14 14 14 14
Advertizingradio 14 14 14 14 14
Seocosts 14 14 14 14 14
Papercatalogues 14 14 14 14 14
As we can see fromthe tables above multicollinearity is not observed (correlation
coefficients between dependants are less than 0.7; tolerance more than 0.1, VIF
less than 10); population is normal distributed (according to the plot); outliers are
not identified (Cook’s distanceis less that 1, case wisediagnostics didn’t show any
outlier).
Outcome. All 4 predictors contribute significantly in overall marketing
expenditures (determination coefficient=0,736: that means that regression model
describes influence for 73.6%). Monthly costfor advertising in newspapers and
monthly costfor advertising on the radio influence 3 times larger than SEO
optimization cost on overallexpenditures.
Regression model: y=38177+0.686x1+0.297x2+1,188x3-0.211x4 where
Y1- Total marketing expenditures
X1- Monthly costfor advertising in newspapers
X2- Monthly costfor advertising on the radio
X3- SEO optimization costs
X4- Paper catalogues production cost.

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Marketing research

  • 1.
  • 2. Segmentation of buyers: 1. By age 2. By gender (men, women, kids) 3. By income (low, middle, high)  By income level  By savings level 4. By family size 5. By lifestyle  Sportsmen  Housewives  Officeworkers/Freelancers/Unemployed  Businessmen  white collars/blue collars  Travelers  Fashionists 6. By nationality 7. By race 8. By religion 9. By role  Fashion movers  Influencers  Decision makers  Buyers  End users Segmentation of products: 1. By season (winter, spring, summer, autumn, in-between) 2. By material used 3. By style 4. By color 5. By geographic region 6. By brand 7. By price 8. By production method
  • 3.  Mass production  Individualmanufacture 9. By distribution method:  Stores  E-commerce (websites, socialmedia, landing page  By catalogue 10. By theme:  Wedding  Military  Work shoes  Medicine  Big sizeetc. 11. By price orientation  Standard price  Stocked price (low costbrands, pastyear collections)  Reduced price 12. By elasticity Sales promotion of shoeware I. Customization (3D printing, individual manufacture) II. Physicaland nonphysicaldiscounts (cumulativepoints; buy 2, get 3rd free; buy 2 for a price of 1; holiday, special events price offs, birthday gifts; free complimentary goods; discount for a family of 4 people, for aged people; students cards, freeshop cards after filling in questionnaireetc.) III. Credit payment options IV. Huge warranty period (morethan rivals offer) V. Aromamarketing (specialfragrances in a showroom), audiomarketing (surrounded music), tactile marketing (chocolates in a vasein a showroom, things that a potential buyer wants to touch), visualmarketing (design of a showroom, showcases/racks). Warmlight enhances the presenceof leather goods, jeans and suites benefit froma cold light. It’s preferable
  • 4. to have a ratio of 80% neutral colors against20% of bright specific themed colors. Citrus fragrancearouses happiness, lavender and green tee alleviate and tranquilize, vanilla and ambergris – providereliability and comfort, flower scents –romance and adventure. As for a tactile preferences wood is perfect for showcases. VI. On screen video placed in a shop with new collection or/and fashion week shows demonstration. VII. Social media stunts:  Reviews in facebook, twitter, vkontakte, themed media, review sites  Coupons, promo actions  Quizzes  Feedback forms (upon a firstrun of a future advertising, new collection involve target audience in a process of evaluation, advice in order to commence a dialogue with a potential customer as a primary goal.  Instagramas sale’s platform(5-6 hash tags underneath a photo) VIII. Partner’s mutualbenefit actions. (Buy and get a sales coupon in a massagesaloon, romantic night in a restaurantfor a couple, free ticket for movie, exhibition etc.) IX. Neurolinguistic programming elements:  The more efforts a buyer applies the more valuable acquisition is (let a customer trade off; persuadehim to buy a best bid; cause a frenzy, artificial shortage)  Productinvolving (when a customer participates in a product, when he can alter a product according to his preferences)  Creation of inferiority (you are shortof smth..)  Desireof distraction (selling goods at the airport for instance to destruct people from upcoming flight)
  • 5.  Strategy “We are not finished yet and you will extra get…” X. Advertising With a live model. Highlights:  A model blends with environmentby color and on contrary advertised shoe is underlined  Any action draws attention (crossing legs when sitting down)  Elimination of competitor (only legs, feet are left) Without a live model. Highlights:  Addition of importance attributes (gypsumbustnearby – an element of classicalculture; flowers symbolizebeauty, femininity and tenderness; wooden texture – closeness to nature; apples –temptation, horses – aristocratism, crocodiles, lizards and snakes –exotica; cats and leopards – elegance and grace  Action as well (flying sneaker for instance) Examples of using SPSS IBM Statistics 1. Compare two means (Independentand two-paired t-tests) Initial data 20 shoe shops in Dubai and Abu Dhabi, their selling records per week before and after test (for instancelaunch of promotiveadvertising campaign of louboutins) Null hypothesis1: Placeof selling doesn’taffect the quantity of louboutins sold. Null hypothesis2: Advertising campaign failed and didn’t affect the sales. Shops Region Pretest Posttest 1 1,00 2000,00 2700,00 2 1,00 1400,00 1534,00 3 1,00 3455,00 3806,00 4 2,00 437,00 657,00 5 2,00 630,00 754,00 6 2,00 865,00 945,00 7 1,00 2567,00 3235,00 8 2,00 395,00 298,00 9 1,00 1234,00 2345,00 10 1,00 3214,00 5348,00 11 1,00 5463,00 5550,00
  • 6. 12 2,00 626,00 822,00 13 1,00 1235,00 1356,00 14 2,00 371,00 426,00 15 2,00 143,00 175,00 16 2,00 68,00 79,00 17 2,00 101,00 167,00 18 2,00 352,00 406,00 19 1,00 1111,00 1645,00 20 2,00 631,00 743,00 Group Statistics Region N Mean Std. Deviation Std. Error Mean Qty of louboutins sold per w eek Dubai 9,00 2408,7 1445,82 481,94 Abu Dhabi 11,00 419,91 252,87 76,24 Independent Samples Test Levene's Test for Equality of Variances t-test for Equality of Means F Sig. t df Sig. (2- tailed) Mean Difference Std. Error Difference 95% Confidence Interval of the Difference Low er Upper Qty of louboutins sold per w eek Equal variances assumed 13,84 0,0016 4,51 18,00 0,0003 1988,87 441,44 1061,45 2916,29 Equal variances not assumed 4,08 8,40 0,0032 1988,87 487,93 872,98 3104,76 As we can see fromthe tables Equal variances are not assumed (Sig <0.05) and null hypothesis1 can be rejected (Sig. 2 tailed<0.05). Outcome1: Place of selling does affect the quantity of goods sold and mean value for Dubai is much larger that for Abu-Dhabi. Paired Samples Statistics Mean N Std. Deviatio n Std. Error Mean Pair 1 Qty of louboutins sold per w eek 1314,90 20,00 1394,40 311,80 Qty of louboutins sold per w eek 1649,55 20,00 1673,98 374,31
  • 7. Paired Samples Correlations N Correlatio n Sig. Pair 1 Qty of louboutins sold per w eek& Qty of louboutins sold per w eek 20,00 0,96 0,0000 Paired Samples Test Paired Differences t df Sig. (2- tailed )Mean Std. Deviation Std. Error Mean 95% Confidence Interval of the Difference Low er Upper Pair 1 Qty of louboutens sold per w eek- Qty of louboutins sold per w eek -334,65 516,83 115,57 -576,54 -92,76 -2,90 19,0 0 0,009 As we can see fromthe tables above two means differ unessential but t-test shows us that null hypothesis can be rejected (Sig. 2-tailed<0,05). Outcome2: Advertising campaign affected the sales (increased it). 2. Compare two means in more than 2 clusters. Initial data 4 shops, 10 brands sold in each shop Null hypothesis: all luxury brands contributethe same shareinto a total qty of goods sold. Shop Brand Qty,pcs Shop1 Gucci 3 Shop1 Miu-miu 6 Shop1 Stuart Weitzman 2 Shop1 Brain Atwood 7 Shop1 Alexandra Mcqueen 4 Shop1 WalterSteiger 33 Shop1 Christian Louboutin 2 Shop1 JimmyChoo 2 Shop1 ManoloBlahnik 6 Shop1 LouisVoitton 12 Shop2 Gucci 3 Shop2 Miu-miu 5 Shop2 Stuart Weitzman 1 Shop2 Brain Atwood 8 Shop2 Alexandra Mcqueen 4
  • 8. Shop2 WalterSteiger 14 Shop2 Christian Louboutin 2 Shop2 JimmyChoo 7 Shop2 ManoloBlahnik 2 Shop2 LouisVoitton 37 Shop3 Gucci 6 Shop3 Miu-miu 7 Shop3 Stuart Weitzman 8 Shop3 Brain Atwood 2 Shop3 Alexandra Mcqueen 5 Shop3 WalterSteiger 21 Shop3 Christian Louboutin 3 Shop3 JimmyChoo 7 Shop3 ManoloBlahnik 5 Shop3 LouisVoitton 43 Shop4 Gucci 5 Shop4 Miu-miu 7 Shop4 Stuart Weitzman 12 Shop4 Brain Atwood 45 Shop4 Alexandra Mcqueen 23 Shop4 WalterSteiger 20 Shop4 Christian Louboutin 23 Shop4 JimmyChoo 12 Shop4 ManoloBlahnik 9 Shop4 LouisVoitton 55 Descriptives Qty sold N Mean Std. Deviation Std. Error 95% Confidence Interval for Mean Minimum Maximum Lower Bound Upper Bound Gucci 4,00 4,25 1,50 0,75 1,86 6,64 3,00 6,00 Miu-miu 4,00 6,25 0,96 0,48 4,73 7,77 5,00 7,00 Stuart Weitzman 4,00 5,75 5,19 2,59 -2,51 14,01 1,00 12,00 Brain Atwood 4,00 15,50 19,84 9,92 -16,07 47,07 2,00 45,00 Alexandra Mcqueen 4,00 9,00 9,35 4,67 -5,87 23,87 4,00 23,00 Walter Steiger 4,00 22,00 7,96 3,98 9,34 34,66 14,00 33,00 Christian Louboutin 4,00 7,50 10,34 5,17 -8,96 23,96 2,00 23,00 JimmyChoo 4,00 7,00 4,08 2,04 0,50 13,50 2,00 12,00 Manolo Blahnik 4,00 5,50 2,89 1,44 0,91 10,09 2,00 9,00 Louis Voitton 4,00 36,75 18,12 9,06 7,92 65,58 12,00 55,00 Total 40,00 11,95 13,32 2,11 7,69 16,21 1,00 55,00
  • 9. Test of Homogeneity of Variances Qtysold Levene Statistic df1 df2 Sig. 2,87 9,00 30,00 0,01 ANOVA Qtysold Sum of Squares df Mean Square F Sig. Between Groups 3813,90 9,00 423,77 4,10 0,00 Within Groups 3104,00 30,00 103,47 Total 6917,90 39,00 Post Hoc Tests Tamhane Gucci Miu-miu -2,00 0,89 0,97 -7,85 3,85 Stuart Weitzman -1,50 2,70 1,00 -28,04 25,04 Brain Atwood -11,25 9,95 1,00 -132,02 109,52 Alexandra Mcqueen -4,75 4,73 1,00 -58,77 49,27 Walter Steiger -17,75 4,05 0,58 -62,69 27,19 Christian Louboutin -3,25 5,23 1,00 -63,75 57,25 Jimmy Choo -2,75 2,17 1,00 -22,00 16,50 Manolo Blahnik -1,25 1,63 1,00 -13,18 10,68 Louis Voitton -32,50 9,09 0,81 -142,44 77,44 Miu-miu Gucci 2,00 0,89 0,97 -3,85 7,85 Stuart Weitzman 0,50 2,64 1,00 -28,90 29,90 Brain Atwood -9,25 9,93 1,00 -131,14 112,64 Alexandra Mcqueen -2,75 4,70 1,00 -58,91 53,41 Walter Steiger -15,75 4,01 0,72 -63,08 31,58 Christian Louboutin -1,25 5,19 1,00 -63,73 61,23 Jimmy Choo -0,75 2,10 1,00 -22,83 21,33 Manolo Blahnik 0,75 1,52 1,00 -13,37 14,87 Louis Voitton -30,50 9,07 0,86 -141,66 80,66 Stuart Weitzman Gucci 1,50 2,70 1,00 -25,04 28,04 Miu-miu -0,50 2,64 1,00 -29,90 28,90 Brain Atwood -9,75 10,25 1,00 -114,20 94,70 Alexandra Mcqueen -3,25 5,34 1,00 -41,03 34,53
  • 10. Walter Steiger -16,25 4,75 0,56 -47,14 14,64 Christian Louboutin -1,75 5,79 1,00 -45,04 41,54 Jimmy Choo -1,25 3,30 1,00 -21,17 18,67 Manolo Blahnik 0,25 2,97 1,00 -20,71 21,21 Louis Voitton -31,00 9,42 0,82 -123,95 61,95 Brain Atwood Gucci 11,25 9,95 1,00 -109,52 132,02 Miu-miu 9,25 9,93 1,00 -112,64 131,14 Stuart Weitzman 9,75 10,25 1,00 -94,70 114,20 Alexandra Mcqueen 6,50 10,97 1,00 -78,51 91,51 Walter Steiger -6,50 10,69 1,00 -96,98 83,98 Christian Louboutin 8,00 11,19 1,00 -73,90 89,90 Jimmy Choo 8,50 10,13 1,00 -101,82 118,82 Manolo Blahnik 10,00 10,02 1,00 -106,00 126,00 Louis Voitton -21,25 13,43 1,00 -99,76 57,26 Alexandra Mcqueen Gucci 4,75 4,73 1,00 -49,27 58,77 Miu-miu 2,75 4,70 1,00 -53,41 58,91 Stuart Weitzman 3,25 5,34 1,00 -34,53 41,03 Brain Atwood -6,50 10,97 1,00 -91,51 78,51 Walter Steiger -13,00 6,14 0,98 -49,29 23,29 Christian Louboutin 1,50 6,97 1,00 -39,29 42,29 Jimmy Choo 2,00 5,10 1,00 -39,22 43,22 Manolo Blahnik 3,50 4,89 1,00 -43,32 50,32 Louis Voitton -27,75 10,19 0,88 -102,82 47,32 Walter Steiger Gucci 17,75 4,05 0,58 -27,19 62,69 Miu-miu 15,75 4,01 0,72 -31,58 63,08 Stuart Weitzman 16,25 4,75 0,56 -14,64 47,14 Brain Atwood 6,50 10,69 1,00 -83,98 96,98 Alexandra Mcqueen 13,00 6,14 0,98 -23,29 49,29 Christian Louboutin 14,50 6,53 0,96 -25,16 54,16 Jimmy Choo 15,00 4,47 0,66 -18,04 48,04 Manolo Blahnik 16,50 4,23 0,59 -21,20 54,20 Louis Voitton -14,75 9,89 1,00 -94,50 65,00 Christian Louboutin Gucci 3,25 5,23 1,00 -57,25 63,75 Miu-miu 1,25 5,19 1,00 -61,23 63,73 Stuart 1,75 5,79 1,00 -41,54 45,04
  • 11. Weitzman Brain Atwood -8,00 11,19 1,00 -89,90 73,90 Alexandra Mcqueen -1,50 6,97 1,00 -42,29 39,29 Walter Steiger -14,50 6,53 0,96 -54,16 25,16 Jimmy Choo 0,50 5,56 1,00 -46,97 47,97 Manolo Blahnik 2,00 5,37 1,00 -51,47 55,47 Louis Voitton -29,25 10,43 0,84 -101,86 43,36 Jimmy Choo Gucci 2,75 2,17 1,00 -16,50 22,00 Miu-miu 0,75 2,10 1,00 -21,33 22,83 Stuart Weitzman 1,25 3,30 1,00 -18,67 21,17 Brain Atwood -8,50 10,13 1,00 -118,82 101,82 Alexandra Mcqueen -2,00 5,10 1,00 -43,22 39,22 Walter Steiger -15,00 4,47 0,66 -48,04 18,04 Christian Louboutin -0,50 5,56 1,00 -47,97 46,97 Manolo Blahnik 1,50 2,50 1,00 -14,18 17,18 Louis Voitton -29,75 9,29 0,86 -128,64 69,14 Manolo Blahnik Gucci 1,25 1,63 1,00 -10,68 13,18 Miu-miu -0,75 1,52 1,00 -14,87 13,37 Stuart Weitzman -0,25 2,97 1,00 -21,21 20,71 Brain Atwood -10,00 10,02 1,00 -126,00 106,00 Alexandra Mcqueen -3,50 4,89 1,00 -50,32 43,32 Walter Steiger -16,50 4,23 0,59 -54,20 21,20 Christian Louboutin -2,00 5,37 1,00 -55,47 51,47 Jimmy Choo -1,50 2,50 1,00 -17,18 14,18 Louis Voitton -31,25 9,17 0,83 -136,07 73,57 Louis Voitton Gucci 32,50 9,09 0,81 -77,44 142,44 Miu-miu 30,50 9,07 0,86 -80,66 141,66 Stuart Weitzman 31,00 9,42 0,82 -61,95 123,95 Brain Atwood 21,25 13,43 1,00 -57,26 99,76 Alexandra Mcqueen 27,75 10,19 0,88 -47,32 102,82 Walter Steiger 14,75 9,89 1,00 -65,00 94,50 Christian Louboutin 29,25 10,43 0,84 -43,36 101,86 Jimmy Choo 29,75 9,29 0,86 -69,14 128,64 Manolo Blahnik 31,25 9,17 0,83 -73,57 136,07
  • 12. As we can see fromthe tables null hypothesis can be rejected (ANOVA sig.<0.05) butweshould conduct Posthoc test to identify which brand contributes the mostshare. According to Tamhane test it’s a Louis Voitton brand (differences are the largest). Outcome: all luxury brands contributedifferent shareinto a total qty of goods sold and Louis Voitton brand expels the others. 3. Multiple regression. Initial data Monthly costfor advertising in newspapers Monthly costfor advertising on the radio SEO optimization costs Paper catalogues production cost Total marketing expenditures Tasks Find out if above mentioned initiatives representthe major shareof overall marketing expenditures, comprisea regression model, determine the major influencer. Model Summaryb Model R R Square Adjusted R Square Std. Error of the Estimate 1 ,858a ,736 ,619 2670,01769 ANOVAa Model Sum of Squares df Mean Square F Sig. 1 Regression 179111192,822 4 44777798,206 6,281 ,011b Residual 64160950,035 9 7128994,448 Total 243272142,857 13
  • 13. Coefficientsa Model Unstandardized Coefficients Stan d. Coeff . t Sig . 95,0% Confidence Interval for B Correlations Collinearity Statistics B Std. Error Beta Low er Bound Upper Bound Zero - orde r Parti al Par t Toleran ce VIF 1 (Constant) 38177, 84 7632,5 5 5,00 0,0 0 20911, 80 55443, 87 Advertizingjourn als ,686 ,439 ,378 1,56 2 ,15 3 -,307 1,679 ,746 ,462 ,26 7 ,500 2,00 2 Advertizingradio ,297 ,213 ,403 1,39 4 ,19 7 -,185 ,779 ,782 ,421 ,23 9 ,350 2,85 6 Seocosts 1,188 1,553 ,173 ,765 ,46 4 -2,326 4,702 ,592 ,247 ,13 1 ,574 1,74 1 Papercatalogue s -,211 ,248 -,149 - ,849 ,41 8 -,773 ,351 - ,245 -,272 - ,14 5 ,952 1,05 0 Collinearity Diagnosticsa Model Eigenvalue Condition Index Variance Proportions (Constant) Advertizingjournals Advertizingradio Seocosts Papercatalogues 1 1 4,771 1,000 ,00 ,00 ,00 ,00 2 ,147 5,689 ,01 ,04 ,20 ,00 3 ,051 9,639 ,00 ,71 ,19 ,13 4 ,025 13,783 ,00 ,13 ,49 ,68 5 ,005 29,887 ,99 ,12 ,11 ,19 Correlations Totalmarketingcost Advertizingjournals Advertizingradio Seocosts Papercatalogues Pearson Correlation Totalmarketingcost 1,000 ,746 ,782 ,592 -,245 Advertizingjournals ,746 1,000 ,691 ,381 -,153 Advertizingradio ,782 ,691 1,000 ,639 -,046 Seocosts ,592 ,381 ,639 1,000 -,116 Papercatalogues -,245 -,153 -,046 -,116 1,000 Sig. (1- tailed) Totalmarketingcost ,001 ,000 ,013 ,199 Advertizingjournals ,001 ,003 ,090 ,301 Advertizingradio ,000 ,003 ,007 ,438 Seocosts ,013 ,090 ,007 ,347 Papercatalogues ,199 ,301 ,438 ,347 N Totalmarketingcost 14 14 14 14 14 Advertizingjournals 14 14 14 14 14 Advertizingradio 14 14 14 14 14 Seocosts 14 14 14 14 14
  • 14. Papercatalogues 14 14 14 14 14 As we can see fromthe tables above multicollinearity is not observed (correlation coefficients between dependants are less than 0.7; tolerance more than 0.1, VIF less than 10); population is normal distributed (according to the plot); outliers are not identified (Cook’s distanceis less that 1, case wisediagnostics didn’t show any outlier). Outcome. All 4 predictors contribute significantly in overall marketing expenditures (determination coefficient=0,736: that means that regression model describes influence for 73.6%). Monthly costfor advertising in newspapers and monthly costfor advertising on the radio influence 3 times larger than SEO optimization cost on overallexpenditures. Regression model: y=38177+0.686x1+0.297x2+1,188x3-0.211x4 where Y1- Total marketing expenditures X1- Monthly costfor advertising in newspapers X2- Monthly costfor advertising on the radio
  • 15. X3- SEO optimization costs X4- Paper catalogues production cost.