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    RESEARCH ON THE CUSTOMER SATISFACTION AND

    STRATEGIC POSITIONING OF ALLEN SOLLY

    Submitted By:

    Ajay

    Nupur

    Anupam

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    INTRODUCTION OF THE RESEARCH PROJECT

    Today, formal shirts are in demand not only for business and work purposes but also for

    parties and other occasions. Our group decided to conduct a survey on a particular

    brand of formal shirts and analyze and interpret the output of survey as part of our

    research project.

    Allen Solly was founded in 1744 by a company called William Hollin and Co Ltd. The brand was purchased some tim e in the 90's by a new company called Madura

    Garments which was a part of Madura Coats.

    Allen Solly brings together people from different walks of life and unites them in the

    matters of style and attitude. The innovative garments of Allen Solly give people anidentity in the work place and also while chilling out.

    OBJECTIVE:-

    The main purpose of this research is to find out the levels of customer satisfaction with

    Allen Solly and its position in the market with respect to competitors like Peter England,

    John Players, Louis Philippe etc.

    SCOPE OF THE STUDY:

    By understanding the various factors that contribute to the satisfaction level of the users

    of Allen Solly we could find out which factor contributed the most and the least to the

    satisfaction of the users of Allen Solly formal shirts.

    This study helps us better determine the positioning of Allen Solly as compared to the

    other competitors of it, based on various parameters. It helps us understand the areas

    Allen Solly should improve on and the areas it can capitalize on (Strengths and

    weakness).

    PROBLEM STATEMENT

    Looking at Allen Solly, the brand is not faring very well in the m arket and the research is

    basically em phasizing on the formal shirts of Allen Solly. The reasons for it not faring

    well could be

    Competition

    Customer Loyalty

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    Price

    Positioning of the brand

    RESEARCH DESIGN:

    Both qualitative and quantitative research methods were used to collect the data.

    Qualitative method included focus group and in-depth interviews. Focus Groupinterviews was to find out the positioning of Allen Solly compared to other brands. In-

    Depth interviews was carried on to see the satisfaction level of the users of Allen Solly.

    Quantitative method included satisfaction and positioning survey.

    SAMPLING PLAN:

    Survey was conducted with the help of a questionnaire with two parts- one relating to

    satisfaction of the users and the other part to see the positioning of the brand.

    Sample size was 40 which mainly included students and young working professionals.

    The survey was only conducted for men as they are the major users of formal shirts.

    LIMITATIONS OF THE STUDY:

    The sampling size was comparatively small(40).

    The focus was on only one segment of the market- one gender(men).

    Respondent bias

    Willingness of the participants in the focus groups and in-depth interviews.

    QUALITATIVE RESEARCH:

    Focus Group and In-Depth interviews gave us an overview regarding the preference of

    people to Allen Solly over other brands.

    Focus group study conducted in Sjcba to assess the brand positioning for men on the

    kind of formal shirts they use.

    Size of the focus group was 8.

    The moderator introduced the session to the participants by highlighting the purpose o

    the study and its importance.

    For the focus group interview we asked the following questions like

    -What attributes influences their purchase of formal shirts?

    -What other things determines the purchase of a formal shirt?

    -Rank the top five attributes mentioned by them?

    -How often they bought formal shirts?

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    -What was the purpose of the buy?

    -Which big brand names were familiar to them among formal shirts?

    -What was the market share of the Allen Solly in India?

    -Who all were the competitors for Allen Solly?

    The participants had a discussion about various attributes which are important for themwhile they go for purchasing formal shirts. They felt that comfort, fabric,price, slim -fit,

    colour, design, brand, availability and quality were important attributes. They were

    asked to rank the top five attributes. Thus the top five attributes according to the group

    were quality, comfort level, fabrics, price and design.

    Some of the participants also considered discount offers and brand ambassadors as

    important attributes. The purpose of their buy was for college as most of them were

    management students and even for functions and occasions. The com petitors for Allen

    Solly listed were Louis Phillipe, Van Heusen, Peter England, Arrow, Zodiac and John

    Players. Most of them said that the look of the shirts of Louis Phillipe are outstanding.

    They considered Allen Solly as a very expensive brand fit for working professionals and

    students, therefore participants who had Allen Solly shirts did not buy it rather it was

    gifted. They also stated that the brand was expensive for students but if given a chance

    they would always want to try the brand.

    IN-DEPTH INTERVIEW:

    Two users of Allen Solly shirts were interviewed to know their satisfaction level with the

    brand Allen Solly.

    The following questions were asked:

    Who influenced them to buy Allen Solly shirts?

    Did they face any problem with the quality or the service of Allen Solly?

    Would they recommend to others to buy a Allen Solly shirt?

    Attributes which are there in Allen Solly which is not their in other brands?

    Attributes which are there in other brands but not in Allen Solly?

    Happy or emotional moments experienced with the brand?

    Suggestions if any.

    The respondents were not restricted with these questions. They were given the liberty to

    share whatever they wanted associated with the brand.

    Respondent 1: Advertisements and friends influenced his purchase of Allen Solly Shirt

    which gives him comfort and the right fitting. According to him Allen Solly shirts gave

    him the perfect formal look that is r equired for a official or responsible work. The comfort

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    factor and fitting is better compared to other brands. He said price is surely on the

    higher side but its worth paying and is also easily available. He would surely

    recommend the brands to others. He said that the other brands do have an edge over

    Allen Solly because thay have more variety. He suggested that Allen Solly should work

    on their pricing as it is not affordable by everyone. Also more variety and shades could

    be introduced.

    Respondent 2: Nobody influenced the decision for purchase of Allen Solly shirt. His

    first purchase was just shopping in a mall and when he liked the fitting he became a

    regular user of the brand. The quality and durability of Allen Solly shirts are liked by him.

    He also believes that Allen Solly shirts potray what you are. The interaction of the

    salesperson in the outlets are also impressive. According to him he would not suggest

    the brands to everyone as the price is on the higher side and people who are not

    working cannot afford. He felt that promotions are very rare in Allen Solly compared to

    brands like Peter England and Van Heusen. He suggested that Allen Solly can make its

    shirts more available to a larger section by working on its price and availability and alsocome up with discount offers to motivate people to buy the shirt.

    QUANTITATIVE RESEARCH:

    Analysis and interpretation of satisfaction survey

    Correlation Analysis

    Descriptive Statistics

    Mean Std. Deviation N

    Comfort Level 5.3750 1.05460 40

    Easeof Availability 4.8750 1.30458 40

    Variety 5.2500 1.23517 40

    Quality 6.1000 1.08131 40

    Design 5.5500 1.08486 40

    Fabrics 5.8000 1.06699 40

    Overall Satisfaction 5.1750 1.10680 40

    Above shows the means of all the satisfaction factors that are taken into account. From

    the above data we see that mean of quality is the highest. i.e. people are most satisfied

    with the quality of the shirt which is followed by the fabrics and design respectively.

    (Nothing to do with overall satisfaction)

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    Correlations

    Ease o OverallComfort

    Level Availability Variety Quality Design Fabrics Satisfaction

    Comfort Level Pearson 1 .464 .477 .326 .375 .228 .777* * * * * * * *

    Correlation

    Sig. (2-tailed) .003 .002 .040 .017 .157 .000

    N 40 40 40 40 40 40 40

    Ease of Pearson .464 1 .561 .155 .104 .184 .495* * * * * *

    Availability Correlation

    Sig. (2-tailed) .003 .000 .341 .522 .255 .001

    N 40 40 40 40 40 40 40

    Variety Pearson .477 .561 1 .538 .488 .389 .680* * * * * * * * * * *

    Correlation

    Sig. (2-tailed) .002 .000 .000 .001 .013 .000

    N 40 40 40 40 40 40 40

    Quality Pearson .326 .155 .538 1 .630 .729 .585* * * * * * * * *

    Correlation

    Sig. (2-tailed) .040 .341 .000 .000 .000 .000

    N 40 40 40 40 40 40 40

    Design Pearson .375 .104 .488 .630 1 .518 .494* * * * * * * * *

    Correlation

    Sig. (2-tailed) .017 .522 .001 .000 .001 .001

    N 40 40 40 40 40 40 40

    Fabrics Pearson .228 .184 .389 .729 .518 1 .291* * * * *

    Correlation

    Sig. (2-tailed) .157 .255 .013 .000 .001 .069

    N 40 40 40 40 40 40 40

    Overall Pearson .777 .495 .680 .585 .494 .291 1* * * * * * * * * *

    Satisfaction Correlation

    Sig. (2-tailed) .000 .001 .000 .000 .001 .069

    N 40 40 40 40 40 40 40

    **. Correlation is significant at the 0.01 level (2-tailed).

    *. Correlation is significant at the 0.05 level (2-tailed).

    Here we are trying to find out, using correlation if the attributes are correlated with one

    another and using partial correlation, we are trying to find out the extent of correlation

    between the attributes, keeping one attribute suppressed.

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    -0.3 to +0.3 little or no association.

    +0.3 to +0.7 positive association.

    +0.7 to +1.0 strong positive association.

    On the basis of the output 1 we have interpreted the following

    The Null Hypothesis (Ho): There is no correlation between overall satisfaction and

    comfort level

    Alternate Hypothesis (H1): There is a correlation between overall satisfaction and the

    comfort level.

    On the basis of comfort level, the significant level shown is less than o.o5 and hence P

    value is less than 0.05. So we reject the null hypothesis. This indicates that there is

    association or strong positive correlation between overall satisfaction and comfort level.

    The Null Hypothesis (Ho): There is no correlation between overall satisfaction and ease

    of availability.

    Alternate Hypothesis (H1): There is a correlation between overall satisfaction and the

    ease of availability.

    On the basis of ease of availability, the significant level shown is less than o.o5 and

    hence P value is less than 0.05. So we reject the null hypothesis. This indicates that

    there is positive association or correlation between overall satisfaction and ease ofavailability.

    The Null Hypothesis (Ho): There is no correlation between overall satisfaction and

    variety.

    Alternate Hypothesis (H1): There is a correlation between overall satisfaction and the

    variety.

    On the basis of variety, the significant level shown is less than o.o5 and hence P valueis less than 0.05. So we reject the null hypothesis. This indicates that there is positive

    association or correlation between overall satisfaction and variety.

    The Null Hypothesis (Ho): There is no correlation between overall satisfaction and

    quality.

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    Alternate Hypothesis (H1): There is a correlation between overall satisfaction and the

    quality.

    On the basis of quality, the significant level shown is less than o.o5 and hence P value

    is less than 0.05. So we reject the null hypothesis. This indicates that there is positive

    association or correlation between overall satisfaction and quality.

    The Null Hypothesis (Ho): There is no correlation between overall satisfaction and

    design.

    Alternate Hypothesis (H1): There is a correlation between overall satisfaction and the

    design.

    On the basis of ease of design, the significant level shown is less than o.o5 and hence

    P value is less than 0.05. So we reject the null hypothesis. This indicates that there is

    positive association or correlation between overall satisfaction and design.

    The Null Hypothesis (Ho): There is no correlation between overall satisfaction and

    fabrics.

    Alternate Hypothesis (H1): There is a correlation between overall satisfaction and the

    fabrics.

    On the basis of fabrics, the significant level shown is greater than o.o5 and hence P

    value is greater than 0.05. So we accept the null hypothesis. This indicates that there isno association or correlation between overall satisfaction and fabrics.

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    Partial Correlation Analysis

    -0.3 to +0.3 little or no association.

    +0.3 to +0.7 positive association.

    +0.7 to +1.0 strong positive association.

    Descriptive Statistics

    Mean Std. Deviation N

    Overall Satisfaction 5.1750 1.10680 40

    Quality 6.1000 1.08131 40

    Ease of Availability 4.8750 1.30458 40

    Design 5.5500 1.08486 40

    Comfort Level 5.3750 1.05460 40

    Fabrics 5.8000 1.06699 40

    Variety 5.2500 1.23517 40

    Correlations

    Control Variables Overall Ease of

    Satisfaction Quality Availability Design Comfort Level Fabrics

    Variety Overall Satisfaction Correlation 1.000 .355 .187 .254 .702 .039

    Significance (2-tailed) . .027 .254 .119 .000 .813

    df 0 37 37 37 37 37

    Quality Correlation .355 1.000 -.211 .499 .094 .669

    Significance (2-tailed) .027 . .198 .001 .570 .000

    df 37 0 37 37 37 37

    Ease of Availability Correlation .187 -.211 1.000 -.235 .269 -.045

    Significance (2-tailed) .254 .198 . .151 .097 .787

    df 37 37 0 37 37 37

    Design Correlation .254 .499 -.235 1.000 .186 .409

    Significance (2-tailed) .119 .001 .151 . .258 .010

    df 37 37 37 0 37 37

    Comfort Level Correlation .702 .094 .269 .186 1.000 .052

    Significance (2-tailed) .000 .570 .097 .258 . .753

    df 37 37 37 37 0 37

    Fabrics Correlation .039 .669 -.045 .409 .052 1.000

    Significance (2-tailed) .813 .000 .787 .010 .753 .

    df 37 37 37 37 37 0

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    Controlling the effect of variety

    Null Hypothesis: There is no correlation between quality and overall satisfaction, controlling the effect of

    variety.

    Alternate Hypothesis: There is a correlation between quality and overall satisfaction, controlling the effect

    of variety.

    Controlling the effect of variety, we find that the significance level is less than 0.05 for quality, so we reject

    the null hypothesis. This indicates that there is a positive correlation between quality and overall

    satisfaction.

    Null Hypothesis: There is no correlation between comfort level and overall satisfaction, controlling the

    effect of variety.

    Alternate Hypothesis: There is a correlation between comfort level and overall satisfaction, controlling the

    effect of variety.

    Controlling the effect of variety, we find that the significance level is less than 0.05 for comfort level, so we

    reject the null hypothesis. This indicates that there is a positive correlation between comfort level and

    overall satisfaction.

    Null Hypothesis: There is no correlation between ease of availability and overall satisfaction, controlling the

    effect of variety.

    Alternate Hypothesis: There is a correlation between ease of availability and overall satisfaction, controlling

    the effect of variety.

    Controlling the effect of variety, we find that the significance level is greater than 0.05 for ease of

    availability, so we accept the null hypothesis. This indicates that there is no correlation between ease of

    availability and overall satisfaction.

    Null Hypothesis: There is no correlation between fabrics and overall satisfaction, controlling the effect of

    variety.

    Alternate Hypothesis: There is a correlation between fabrics and overall satisfaction, controlling the effect

    of variety.

    Controlling the effect of variety, we find that the significance level is greater than 0.05 for fabrics, so we

    accept the null hypothesis. This indicates that there is a no correlation between fabrics and overall

    satisfaction.

    Null Hypothesis: There is no correlation between design and overall satisfaction, controlling the

    effect of variety.

    Alternate Hypothesis: There is a correlation between design and overall satisfaction, controllin gthe effect of variety.

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    Control Variables Overall Ease of

    Satisfaction Availability Design Comfort Level Fabrics Variety

    Q Overall Satisfaction Correlation 1.000 .505 .200 .765 -.244 .534

    u Significance (2-tailed) . .001 .222 .000 .135 .000

    al

    df 0 37 37 37 37 37it

    Ease of Availability Correlation .505 1.000 .009 .442 .106 .574y

    Significance (2-tailed) .001 . .957 .005 .521 .000

    df 37 0 37 37 37 37

    Design Correlation .200 .009 1.000 .232 .112 .228

    Significance (2-tailed) .222 .957 . .156 .498 .162

    df 37 37 0 37 37 37

    Comfort Level Correlation .765 .442 .232 1.000 -.015 .379

    Significance (2-tailed) .000 .005 .156 . .927 .017

    df 37 37 37 0 37 37

    Fabrics Correlation -.244 .106 .112 -.015 1.000 -.005

    Significance (2-tailed) .135 .521 .498 .927 . .977

    df 37 37 37 37 0 37

    Variety Correlation .534 .574 .228 .379 -.005 1.000

    Significance (2-tailed) .000 .000 .162 .017 .977 .

    df 37 37 37 37 37 0

    Controlling the effect of quality

    Null Hypothesis: There is no correlation between ease of availability and overall

    satisfaction, controlling the effect of quality.

    Alternate Hypothesis: There is a correlation between ease of availability and overall

    satisfaction, controlling the effect of quality.

    Controlling the effect of quality, we find that the significance level is less than 0.05 for

    ease of availability, so we reject the null hypothesis. This indicates there is a positive

    correlation between ease of availability and overall satisfaction.

    Null Hypothesis: There is no correlation between comfort level and overall satisfaction

    controlling the effect of quality.

    Alternate Hypothesis: There is a correlation between comfort level and overall

    satisfaction controlling the effect of quality.

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    Controlling the effect of quality, we find that the significance level is less than 0.05 for

    comfort level, so we reject the null hypothesis. This indicates there is a positive

    correlation between comfort level and overall satisfaction.

    Null Hypothesis: There is no correlation between variety and overall satisfaction

    controlling the effect of quality.

    Alternate Hypothesis: There is a correlation between variety and overall satisfaction

    controlling the effect of quality.

    Controlling the effect of quality, we find that the significance level is less than 0.05 for

    variety, so we reject the null hypothesis. This indicates there is a positive correlation

    between variety and overall satisfaction.

    Null Hypothesis: There is no correlation between design and overall satisfaction

    controlling the effect of quality.

    Alternate Hypothesis: There is a correlation between design and overall satisfaction

    controlling the effect of quality.

    Controlling the effect of quality, we find that the significance level is greater than 0.05 for

    design, so we accept the null hypothesis. This indicates there is no correlation between

    design and overall satisfaction.

    Null Hypothesis: There is no correlation between fabrics and overall satisfaction

    controlling the effect of quality.

    Alternate Hypothesis: There is a correlation between fabrics and overall satisfaction

    controlling the effect of quality.

    Controlling the effect of quality, we find that the significance level is greater than 0.05 for

    fabrics, so we accept the null hypothesis. This indicates there is no correlation between

    fabrics and overall satisfaction.

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    Correlations

    Control Variables Overall Ease of

    Satisfaction Availability Comfort Level Fabrics Variety Quality

    Design Overall Satisfaction Correlation 1.000 .513 .734 .047 .578 .405

    Significance (2-tailed) . .001 .000 .778 .000 .010

    df 0 37 37 37 37 37

    Ease of Availability Correlation .513 1.000 .460 .153 .588 .115

    Significance (2-tailed) .001 . .003 .352 .000 .485

    df 37 0 37 37 37 37

    Comfort Level Correlation .734 .460 1.000 .042 .364 .125

    Significance (2-tailed) .000 .003 . .800 .023 .450

    df 37 37 0 37 37 37

    Fabrics Correlation .047 .153 .042 1.000 .182 .606

    Significance (2-tailed) .778 .352 .800 . .266 .000

    df 37 37 37 0 37 37

    Variety Correlation .578 .588 .364 .182 1.000 .340

    Significance (2-tailed) .000 .000 .023 .266 . .034

    df 37 37 37 37 0 37

    Quality Correlation .405 .115 .125 .606 .340 1.000

    Significance (2-tailed) .010 .485 .450 .000 .034 .

    df 37 37 37 37 37 0

    Controlling the effect of design

    Null Hypothesis: There is no correlation between ease of availability and overall

    satisfaction controlling the effect of design.

    Alternate Hypothesis: There is a correlation between ease of availability and overall

    satisfaction controlling the effect of design.

    Controlling the effect of design, we find that the significance level is less than 0.05 for

    ease of availability, so we reject the null hypothesis. This indicates there is positive

    correlation between ease of availability and overall satisfaction.

    Null Hypothesis: There is no correlation between comfort level and overall satisfaction

    controlling the effect of design.

    Alternate Hypothesis: There is a correlation between comfort level and overall

    satisfaction controlling the effect of design.

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    Controlling the effect of design, we find that the significance level is less than 0.05 for

    comfort level, so we reject the null hypothesis. This indicates there is positive correlation

    between comfort level and overall satisfaction.

    Null Hypothesis: There is no correlation between quality and overall satisfaction

    controlling the effect of design.

    Alternate Hypothesis: There is a correlation between quality and overall satisfaction

    controlling the effect of design.

    Controlling the effect of design, we find that the significance level is less than 0.05 for

    quality, so we reject the null hypothesis. This indicates there is positive correlation

    between quality and overall satisfaction.

    Null Hypothesis: There is no correlation between variety and overall satisfaction

    controlling the effect of design.

    Alternate Hypothesis: There is a correlation between variety and overall satisfaction

    controlling the effect of design.

    Controlling the effect of design, we find that the significance level is less than 0.05 for

    variety, so we reject the null hypothesis. This indicates there is positive correlation

    between variety and overall satisfaction.

    Null Hypothesis: There is no correlation between fabrics and overall satisfaction

    controlling the effect of design.

    Alternate Hypothesis: There is a correlation between fabrics and overall satisfaction

    controlling the effect of design.

    Controlling the effect of design, we find that the significance level is greater than 0.05

    for fabrics, so we accept the null hypothesis. This indicates there is no correlation

    between fabrics and overall satisfaction.

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    Correlation

    Control Variables Overall Ease o

    Satisfaction Availability Fabrics Variety Quality Design

    Comfort Level Overall Satisfaction Correlation 1.000 .242 .186 .559 .557 .347

    Significance (2-tailed) . .138 .257 .000 .000 .030

    df 0 37 37 37 37 37

    Ease of Availability Correlation .242 1.000 .091 .436 .004 -.085

    Significance (2-tailed) .138 . .581 .006 .981 .607

    df 37 0 37 37 37 37

    Fabrics Correlation .186 .091 1.000 .328 .711 .480

    Significance (2-tailed) .257 .581 . .042 .000 .002

    df 37 37 0 37 37 37

    Variety Correlation .559 .436 .328 1.000 .460 .379

    Significance (2-tailed) .000 .006 .042 . .003 .017

    df 37 37 37 0 37 37

    Quality Correlation .557 .004 .711 .460 1.000 .579

    Significance (2-tailed) .000 .981 .000 .003 . .000

    df 37 37 37 37 0 37

    Design Correlation .347 -.085 .480 .379 .579 1.000

    Significance (2-tailed) .030 .607 .002 .017 .000 .

    df 37 37 37 37 37 0

    Controlling the effect of comfort level

    Null Hypothesis: There is no correlation between design and overall satisfaction

    controlling the effect of comfort level.

    Alternate Hypothesis: There is a correlation between design and overall satisfaction

    controlling the effect of comfort level.

    Controlling the effect of comfort level, we find that the significance level is less than 0.05

    for design, so we reject the null hypothesis. This indicates there is positive correlationbetween design and overall satisfaction.

    Null Hypothesis: There is no correlation between quality and overall satisfaction

    controlling the effect of comfort level.

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    Alternate Hypothesis: There is a correlation between quality and overall satisfaction

    controlling the effect of comfort level.

    Controlling the effect of comfort level, we find that the significance level is less than 0.05

    for quality, so we reject the null hypothesis. This indicates there is positive correlation

    between quality and overall satisfaction.

    Null Hypothesis: There is no correlation between variety and overall satisfaction

    controlling the effect of comfort level.

    Alternate Hypothesis: There is a correlation between variety and overall satisfaction

    controlling the effect of comfort level.

    Controlling the effect of comfort level, we find that the significance level is less than 0.05

    for variety, so we reject the null hypothesis. This indicates there is positive correlation

    between variety and overall satisfaction.

    Null Hypothesis: There is no correlation between ease of availability and overall

    satisfaction controlling the effect of comfort level.

    Alternate Hypothesis: There is a correlation between ease of availability and overall

    satisfaction controlling the effect of comfort level.

    Controlling the effect of comfort level, we find that the significance level is greater than

    0.05 for ease of availability, so we accept the null hypothesis. This indicates there is no

    correlation between ease of availability and overall satisfaction.

    Null Hypothesis: There is no correlation between fabrics and overall satisfaction

    controlling the effect of comfort level.

    Alternate Hypothesis: There is a correlation between fabrics and overall satisfaction

    controlling the effect of comfort level.

    Controlling the effect of comfort level, we find that the significance level is greater than0.05 for fabrics, so we accept the null hypothesis. This indicates there is no correlation

    between fabrics and overall satisfaction.

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    Correlations

    Control Variables Overall Ease of

    Satisfaction Availability Variety Quality Design Comfort Level

    Fabrics Overall Satisfaction Correlation 1.000 .469 .643 .569 .420 .763

    Significance (2-tailed) . .003 .000 .000 .008 .000

    df 0 37 37 37 37 37

    Ease of Availability Correlation .469 1.000 .540 .030 .010 .441

    Significance (2-tailed) .003 . .000 .856 .950 .005

    df 37 0 37 37 37 37

    Variety Correlation .643 .540 1.000 .403 .363 .433

    Significance (2-tailed) .000 .000 . .011 .023 .006

    df 37 37 0 37 37 37

    Quality Correlation .569 .030 .403 1.000 .430 .240

    Significance (2-tailed) .000 .856 .011 . .006 .141

    df 37 37 37 0 37 37

    Design Correlation .420 .010 .363 .430 1.000 .309

    Significance (2-tailed) .008 .950 .023 .006 . .056

    df 37 37 37 37 0 37

    Comfort Level Correlation .763 .441 .433 .240 .309 1.000

    Significance (2-tailed) .000 .005 .006 .141 .056 .

    df 37 37 37 37 37 0

    Controlling the effect of fabrics

    Null Hypothesis: There is no correlation between ease of availability and overall

    satisfaction controlling the effect of fabrics.

    Alternate Hypothesis: There is a correlation between ease of availability and overall

    satisfaction controlling the effect of fabrics.

    Controlling the effect of fabrics, we find that the significance level is less than 0.05 for

    ease of availability, so we reject the null hypothesis. This indicates there is a positive

    correlation between ease of availability and overall satisfaction.

    Null Hypothesis: There is no correlation between comfort level and overall satisfaction

    controlling the effect of fabrics.

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    Alternate Hypothesis: There is a correlation between comfort level and overall

    satisfaction controlling the effect of fabrics.

    Controlling the effect of fabrics, we find that the significance level is less than 0.05 for

    comfort level, so we reject the null hypothesis. This indicates there is positive correlation

    between comfort level and overall satisfaction.

    Null Hypothesis: There is no correlation between variety and overall satisfaction

    controlling the effect of fabrics.

    Alternate Hypothesis: There is a correlation between variety and overall satisfaction

    controlling the effect of fabrics.

    Controlling the effect of fabrics, we find that the significance level is less than 0.05 for

    variety, so we reject the null hypothesis. This indicates there is positive correlation

    between variety and overall satisfaction.

    Null Hypothesis: There is no correlation between quality and overall satisfaction

    controlling the effect of fabrics.

    Alternate Hypothesis: There is a correlation between quality and overall satisfaction

    controlling the effect of fabrics.

    Controlling the effect of fabrics, we find that the significance level is less than 0.05 for

    quality, so we reject the null hypothesis. This indicates there is positive correlation

    between quality and overall satisfaction.

    Null Hypothesis: There is no correlation between design and overall satisfaction

    controlling the effect of fabrics.

    Alternate Hypothesis: There is a correlation between design and overall satisfaction

    controlling the effect of fabrics.

    Controlling the effect of fabrics, we find that the significance level is less than 0.05 fordesign, so we reject the null hypothesis. This indicates there is positive correlation

    between design and overall satisfaction.

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    Correlation

    Control Variables Overall

    Satisfaction Variety Quality Design Comfort Level Fabrics

    Ease of Availability Overall Satisfaction Correlation 1.000 .559 .592 .512 .711 .234

    Significance (2-tailed) . .000 .000 .001 .000 .152

    df 0 37 37 37 37 37

    Variety Correlation .559 1.000 .551 .522 .296 .351

    Significance (2-tailed) .000 . .000 .001 .067 .028

    df 37 0 37 37 37 37

    Quality Correlation .592 .551 1.000 .624 .291 .721

    Significance (2-tailed) .000 .000 . .000 .073 .000

    df 37 37 0 37 37 37

    Design Correlation .512 .522 .624 1.000 .371 .511

    Significance (2-tailed) .001 .001 .000 . .020 .001

    df 37 37 37 0 37 37

    Comfort Level Correlation .711 .296 .291 .371 1.000 .164

    Significance (2-tailed) .000 .067 .073 .020 . .320

    df 37 37 37 37 0 37

    Fabrics Correlation .234 .351 .721 .511 .164 1.000

    Significance (2-tailed) .152 .028 .000 .001 .320 .

    df 37 37 37 37 37 0

    Controlling the effect of ease of availability

    Null Hypothesis: There is no correlation between design and overall satisfaction

    controlling the effect of ease of availability.

    Alternate Hypothesis: There is a correlation between design and overall satisfaction

    controlling the effect of ease of availability.

    Controlling the effect of ease of availability, we find that the significance level is less

    than 0.05 for design, so we reject the null hypothesis. This indicates there is positive

    correlation between design and overall satisfaction.

    Null Hypothesis: There is no correlation between variety and overall satisfaction

    controlling the effect of ease of availability.

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    Alternate Hypothesis: There is a correlation between variety and overall satisfaction

    controlling the effect of ease of availability

    Controlling the effect of ease of availability, we find that the significance level is less

    than 0.05 for variety, so we reject the null hypothesis. This indicates there is positive

    correlation between variety and overall satisfaction.

    Null Hypothesis: There is no correlation between quality and overall satisfaction

    controlling the effect of ease of availability.

    Alternate Hypothesis: There is a correlation quality and overall satisfaction control ling

    the effect of ease of availability

    Controlling the effect of ease of availability, we find that the significance level is less

    than 0.05 for quality, so we reject the null hypothesis. This indicates there is positive

    correlation between quality and overall satisfaction.

    Null Hypothesis: There is no correlation between comfort level and overall satisfaction

    controlling the effect of ease of availability.

    Alternate Hypothesis: There is a correlation between comfort level and overall

    satisfaction controlling the effect of ease of availability

    Controlling the effect of ease of availability, we find that the significance level is less

    than 0.05 for comfort level, so we reject the null hypothesis. This indicates there ispositive correlation between comfort level and overall satisfaction.

    Null Hypothesis: There is no correlation between fabrics and overall satisfaction

    controlling the effect of ease of availability.

    Alternate Hypothesis: There is a correlation between fabrics and overall satisfaction

    controlling the effect of ease of availability

    Controlling the effect of ease of availability, we find that the significance level is greaterthan 0.05 for fabrics, so we accept the null hypothesis. This indicates there is no

    correlation between fabrics and overall satisfaction.

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    REGRESSION ANALYSIS

    H : There is no variation in the overall satisfaction on account of the variation in theO

    attributes.

    H : There is variation in the overall satisfaction on account of the variation in the1

    attributes

    ANOVAs

    Model Sum of Squares df Mean Square F Sig.

    1 Regression 38.968 6 6.495 24.337 .000 a

    Residual 8.807 33 .267

    Total 47.775 39

    a. Predictors: (Constant), Fabrics, Ease of Availability, Comfort Level,

    Design, Variety, Quality

    b. Dependent Variable: Overall Satisfaction

    Model Summary

    Model R R Square Adjusted R Square Std. Error of the Estimate

    d1 .903 .816 .782 .51659a

    i

    m

    e

    n

    s

    i

    o

    n

    0

    a. Predictors: (Constant), Fabrics, Ease of Availability, Comfort Level, Design,

    Variety, Quality

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    Coefficients a

    Model Standardized

    Unstandardized Coefficients Coefficients

    B Std. Error Beta t Sig.

    1 (Constant) -.631 .599 -1.053 .300

    Comfort Level .549 .097 .523 5.684 .000

    Ease of Availability .097 .085 .114 1.133 .265

    Variety .185 .102 .206 1.810 .079

    Quality .491 .132 .480 3.718 .001

    Design .039 .106 .039 .373 .712

    Fabrics -.310 .116 -.299 -2.678 .011

    a. Dependent Variable: Overall Satisfaction

    On the basis of the output

    From the annova table, since the significance level is less than 0.05, so we reject

    the null hypothesis. From the model summary table the R square value is .816

    therefore 81.6% variation in the overall satisfaction is due to the variation in

    quality fabrics and comfort level since their significance level is less than 0.05

    From the coefficient Table we find:

    Un-standardised Equation

    Overall Satisfaction= .549 Comfort level + .491 Quality + (310) fabrics

    Standardized Equation

    Overall Satisfaction= .523 Comfort level + .480 Quality + (.299) fabrics

    Therefore the variation in the overall satisfaction is maximum due to comfort level and

    least due to fabrics.

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    RELIABILITY ANALYSIS: OVERALL SATISFACTION

    Reliability Statistics

    Cronbach's

    Alpha Based onCronbach's Standardi zed

    Alpha Items N of Items

    .803 .807 6

    On the basis of the output:

    The Cronbachs Alpha for all the attributes combined together is 0.803 which is greater

    than .6 therefore we can say that the scale used to measure satisfaction is reliable and

    all the attributes can be combined together to find the overall satisfaction and therefore

    its reliable scale.

    POSITIONING STUDY:

    Null Hypothesis(H0): There is no difference in the importance of the attributes that

    influence the purchase of formal shirts by men.

    Alternative Hypothesis(H1): There is a difference in the importance of the attributes that

    influence the purchase of formal shirts by men.

    Importance of the Attributes:

    ANOVA

    ATTRIBUTES

    Sum of Squares df Mean Square F Sig.

    Between Groups 25.493 6 4.249 3.886 .001

    Within Groups 298.475 273 1.093

    Total 323.968 279

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    Interpretation:

    The sig value is less than 0.05, thus we reject the null hypothesis. This implies that

    there is a difference in the importance of attributes which influences the purchase of

    formal shirts by men.

    Means of the attributes:

    Descriptives

    ATTRIBUTES

    95% Confidence Interval for

    Mean

    N Mean Std. Deviation Std. Error Lower Bound Upper Bound Minimum Maximum

    FABRIC 40 5.85 .893 .141 5.56 6.14 4 7

    COLOUR 40 5.88 .939 .148 5.57 6.18 3 7

    BRAND NAME 40 5.18 1.500 .237 4.70 5.65 1 7

    VARIETY 40 5.75 .954 .151 5.44 6.06 3 7

    AVAILABILITY 40 5.28 1.132 .179 4.91 5.64 3 7

    QUALITY 40 5.98 .800 .127 5.72 6.23 4 7

    PRICE 40 5.93 .944 .149 5.62 6.23 4 7

    Total 280 5.69 1.078 .064 5.56 5.82 1 7

    The most important attribute is quality followed by price, colour, fabric, variety,

    availability and brand name. There is very minute difference in the means of quality and

    price which shows that the value for money which consumers pay are also an important

    factor. Even the fabric and colour is very important. The least important attribute is the

    brand name which influences the purchase of formal shirts.

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    Performance of the attributes:

    ONE WAY ANOVA

    FABRIC:

    Null hypothesis(H0): There is no variance of preference between the brands Alle n Solly,

    Peter England, Provogue, Van Heusen, Louis Phillipe, John Players when the factor

    fabric is taken into consideration.

    Alternative Hypothesis(H1): ): There is variance of preference between the brands Allen

    Solly, Peter England, Provogue, Van Heusen, Louis Phillipe, John Players when the

    factor fabric is taken into consideration.

    ANOVA

    BRANDS

    Sum of Squares df Mean Square F Sig.

    Between Groups 49.471 5 9.894 6.933 .000

    Within Groups 333.925 234 1.427

    Total 383.396 239

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    Interpretation:

    The sig value is less than 0.05 thus we reject the null hypothesis, which implies that

    there is a difference in the preferences between the brands when the fabric is

    considered.

    Means of the Brands:

    Descriptive Statistics

    N Minimum Maximum Mean Std. Deviation

    ALLENSOLLY 40 3 7 5.80 1.067

    PETERENGLAND 40 3 7 5.05 1.197

    PROVOGUE 40 2 7 4.82 1.318

    VANHUESEN 40 3 7 5.77 1.121LOUISPHILLIPE 40 2 7 5.95 1.197

    JOHNPLAYERS 40 2 7 4.97 1.250

    Valid N (listwise) 40

    The most preferred brand is Louis Phillipe followed by Allen Solly when the attribute

    fabric is considered The mean of Louis Phillipe is 5.95 and of Allen Solly is 5.80. Thus

    by looking at the means we see that the least preferred brand in terms of fabric is John

    Players while others have very little variance.

    Colour:

    Null hypothesis(H0): There is no variance of preference of brands i.e. Allen Solly, Peter

    England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute colour

    is taken into consideration.

    Alternative Hypothesis(H1): There is variance of preference of brands i.e. Allen Solly,

    Peter England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute

    colour is taken into consideration.

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    ANOVA

    BRANDS

    Sum of Squares df Mean Square F Sig.

    Between Groups 15.688 5 3.138 2.313 .045

    Within Groups 317.375 234 1.356

    Total 333.063 239

    Interpretation:

    The sig value is less than 0.05 thus we reject the null hypothesis, which implies that

    there is a difference in the preference of the brands when the attribute colour is

    considered.

    Means of the brands:

    Descriptive Statistics

    N Minimum Maximum Mean Std. Deviation

    Allensolly 40 3 7 5.63 1.005

    Peterengland 40 2 7 5.28 1.301

    Provogue 40 3 7 5.43 .958

    Vanhuesen 40 3 7 5.75 1.032

    Louisphilli pe 40 2 7 5.58 1.217

    Johnplayers 40 1 7 4.98 1.405

    Valid N (listwise) 40

    The most preferred brand is Van Heusen followed by Allen Solly when the attribute

    color is considered. The mean of Van Heusen is 5.75 and mean of Allen Solly is 5.63.

    This means that there is more variety of colours to choose from the brand Van Heusen

    and then Allen Solly while others have few range of colours.

    Brand Name:

    Null hypothesis (H0): There is no variance of preference of brands i.e. Allen Solly, Peter

    England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute colour

    is taken into consideration.

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    Alternative Hypothesis(H1): There is variance of preference of brands i.e. Allen Solly,

    Peter England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute

    colour is taken into consideration.

    ANOVA

    BRANDS

    Sum of Squares df Mean Square F Sig.

    Between Groups 25.521 5 5.104 3.255 .007

    Within Groups 366.975 234 1.568

    Total 392.496 239

    Interpretation:

    The sig value is less than 0.05 thus we reject the null hypothesis, which implies that

    there is a difference in the preference of the brands when the attribute brand name is

    considered.

    Means of the brands:

    Descriptive Statistics

    N Minimum Maximum Mean Std. Deviation

    AllenSolly 40 3 7 5.63 1.192

    Peterengland 40 2 7 5.32 1.403

    Provogue 40 3 7 5.47 1.281

    VanHeusen 40 2 7 6.15 1.001

    LouisPhil lipe 40 2 7 5.93 1.289

    JohnPlayers 40 2 7 5.23 1.310

    Valid N (listwise) 40

    The most preferred brand is Van Heusen followed by Louis Phillipe when the attribute

    Brand Nam e is considered.. The mean of Van Heusen is 6.15 and mean of Louis

    Phillipe is 5.93. When we look at the mean of Allen Solly i.e.5.63 we see that there is a

    significant amount of difference between Allen Solly and the other top two brands

    mentioned. Thus the brand name Van Heusen and Louis Phillipe is more popular

    than Allen Solly or we can say that when brand name is considered people prefer Van

    Heusen and Louis Phillipe over Allen Solly.

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    Variety:

    Null hypothesis (H0): There is no variance of preference of brands i.e. Allen Solly, Peter

    England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute variety

    is taken into consideration.

    Alternative Hypothesis(H1): There is no variance of preference of brands i.e. Allen Solly,Peter England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute

    variety is taken into consideration.

    ANOVA

    BRANDS

    Sum of Squares df Mean Square F Sig.

    Between Groups 12.933 5 2.587 1.926 .091

    Within Groups 314.250 234 1.343

    Total 327.183 239

    Interpretation:

    The sig value is more than 0.05 thus we retain the null hypothesis, which implies that

    there is no difference in the preference of the brands when the attribute variety is

    considered.

    Availability:

    Null hypothesis (H0): There is no variance of preference of brands i.e. Allen Solly, Peter

    England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute

    availability is taken into consideration.

    Alternative Hypothesis(H1): There is variance of preference of brands i.e. Allen Solly,

    Peter England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute

    availability is taken into consideration.

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    ANOVA

    BRANDS

    Sum of Squares df Mean Square F Sig.

    Between Groups 8.071 5 1.614 1.171 .324

    Within Groups 322.425 234 1.378

    Total 330.496 239

    Interpretation:

    The sig value is more than 0.05 thus we retain the null hypothesis, which implies that

    there is no difference in the preference of the brands when the attribute availability is

    considered.

    Quality:

    Null hypothesis (H0): There is no variance of preference of brands i.e. Allen Solly, Peter

    England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute quality

    is taken into consideration.

    Alternative Hypothesis(H1): There is variance of preference of brands i.e. Allen Solly,

    Peter England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute

    quality is taken into consideration.

    ANOVA

    BRANDS

    Sum of Squares df Mean Square F Sig.

    Between Groups 27.521 5 5.504 5.367 .000

    Within Groups 239.975 234 1.026

    Total 267.496 239

    Interpretation:

    The sig value is less than 0.05 thus we reject the null hypothesis, which implies that

    there is a difference in the preference of the brands when the attribute quality is

    considered.

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    Means of the brands:

    Descriptives

    BRANDS

    95% Confidence Interval for

    MeanStd. Std.

    N Mean Deviation Error Lower Bound Upper Bound Minimum Maximum

    ALLEN SOLLY 40 5.93 .944 .149 5.62 6.23 3 7

    PETER 40 5.43 1.279 .202 5.02 5.83 3 7

    ENGLAND

    PROVOGUE 40 5.45 1.131 .179 5.09 5.81 3 7

    VAN HEUSEN 40 6.13 .853 .135 5.85 6.40 4 7

    LOUIS PHILLIPE 40 6.18 .747 .118 5.94 6.41 4 7

    JOHN PLAYERS 40 5.38 1.030 .163 5.05 5.70 3 7

    Total 240 5.75 1.058 .068 5.61 5.88 3 7

    The most preferred brand is Louis Phillipe followed by Van Huesen and then Allen Solly.

    There is very minute difference between the means of Louis Phillipe and Van Heusen.

    The mean of Louis Phillipe is 6.18 and mean of Van Heusen is 6.13.

    We know that quality is a very important attribute when we go for purchasing clothes.

    Thus among the brands Allen Sollys quality of shirts are good but it has to work on

    more to reach the marks of Van Heusen and Louis Phillipe.

    Price:

    Null hypothesis (H0): There is no variance of preference of brands i.e. Allen Solly, Peter

    England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute price

    is taken into consideration.

    Alternative Hypothesis(H1): There is variance of preference of brands i.e. Allen Solly,

    Peter England, Provogue, Van Heusen, Louis Phillipe, John Players when the attribute

    price is taken into consideration.

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    ANOVA

    BRANDS

    Sum of Squares df Mean Square F Sig.

    Between Groups 5.683 5 1.137 .718 .610

    Within Groups 370.300 234 1.582

    Total 375.983 239

    Interpretation:

    The sig value is more than 0.05 thus we retain the null hypothesis, which implies that

    there is no difference in the preference of the brands when the attribute price is

    considered.

    Thus there is no difference in the range of prices of shirts offered by these brands. To

    be more specific the value for money which the customers for these brands are justified.

    SUMMARY OF FINDINGS:

    In Correlation analysis (descriptive statistics) we found that that people are most

    satisfied and give more importance to the quality of the shirt since the mean is the

    highest we are not considering the overall satisfaction here.

    In the correlation analysis between overall satisfaction and other attributes we found

    that there is high correlation between overall satisfaction with comfort level, variety and

    quality. On the other hand there is a positive but low correlation between overall

    satisfaction ease of availability and design. There is no correlation or association

    between overall satisfaction and fabric.

    In the Cronbachs alpha test, we found that the scale is reliable and all the factors can

    be clubbed together to find the effect of those attributes on the overall satisfaction.

    In Regression analysis we found that 81.6% variation in the overall satisfaction is due to

    the variation in quality fabrics and comfort level since their significance level is less than

    0.05. Therefore the variation in the overall satisfaction is maximum due to comfort level

    and least due to fabrics.

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    ANNEXURES

    ALLEN SOLLY SURVEY

    Valued Customer,

    Please take a few minutes to fill this Customer Satisfaction and Positioning Survey being conducted by

    us. Your comments will help us gauge how well our products are performing and help us ascertain

    how to improve our products and serve you better.

    SECTION A

    Please rate your satisfaction with each of the following service factors provided by Allen Solly:

    Extremely

    Dissatisfied Satisfied

    1. Overall Satisfaction 1 2 3 47

    2. Comfort Level 1 2 3 4

    73. Ease of availability 1 2 3 4

    74. Variety 1 2 3 4

    75. Quality of shirts 1 2 3 4

    76. Design/patterns of shirts 1 2 3 4 5

    7. Fabrics 1 2 3 47

    8. Have you found any defects while making a purchase? Yes No

    Extremely

    Dissatisfied Satisfied

    9. If you have, how satisfied are you

    with the way it was resolved? 1 2 3 4 5 6

    10. What areas could be worked on to improv e your satisfaction with Allen Solly?

    _____________________________________________________________________________________

    _____________________________________________________________________________________

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    SECTION B

    11. How important are the following factors/attributes How do you perceive the following

    to you when you go to purchase a formal shirt? companies perform on this attribute?

    Least Most

    ExcellentImportant Important

    1. Fabric 1 2 3 4 5 6 7 Allen Solly 1 2 3

    6 7Peter England 1 2 3 4 5 6 7

    Provogue 1 2 3 4 5 6 7

    Van Heusen 1 2 3 4 5 6 7

    Louis Phillipe 1 2 3 4 5 6 7

    John Players 1 2 3 4 5 6 7

    2. Colour 1 2 3 4 5 6 7 Allen Solly 1 2 3

    6 7Peter England 1 2 3 4 5 6 7Provogue 1 2 3 4 5 6 7

    Van Heusen 1 2 3 4 5 6 7

    Louis Phillipe 1 2 3 4 5 6 7

    John Players 1 2 3 4 5 6 7

    3. Brand 1 2 3 4 5 6 7 Allen Solly 1 2 3

    6 7 Name Peter England 1 6 7Provogue 1 2 3 4 5 6 7

    Van Heusen 1 2 3 4 5 6 7

    Louis Phillipe 1 2 3 4 5 6 7

    John Players 1 2 3 4 5 6 7

    4. Variety 1 2 3 4 5 6 7 Allen Solly 1 2 3

    6 7Peter England 1 2 3 4 5 6 7

    Provogue 1 2 3 4 5 6 7

    Van Heusen 1 2 3 4 5 6 7

    Louis Phillipe 1 2 3 4 5 6 7

    John Players 1 2 3 4 5 6 7

    5. Availability 1 2 3 4 5 6 7 Allen Solly 1 2 3 47Peter England 1 2 3 4 5 6 7

    Provogue 1 2 3 4 5 6 7

    Van Heusen 1 2 3 4 5 6 7

    Louis Phillipe 1 2 3 4 5 6 7

    John Players 1 2 3 4 5 6 7

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    6. Quality 1 2 3 4 5 6 7 Allen Solly 1 2 3 4

    7Peter England 1 2 3 4 5 6 7

    Provogue 1 2 3 4 5 6 7

    Van Heusen 1 2 3 4 5 6 7

    Louis Phillipe 1 2 3 4 5 6 7

    John Players 1 2 3 4 5 6 7

    7. Price 1 2 3 4 5 6 7 Allen Solly 1 2 3 47Peter England 1 2 3 4 5 6 7

    Provogue 1 2 3 4 5 6 7

    Van Heusen 1 2 3 4 5 6 7

    Louis Phillipe 1 2 3 4 5 6 7

    John Players 1 2 3 4 5 6 7

    SECTION C

    12. Since when have you been using Allen Solly?

    1. Less than 1 year

    2. 1-3 years

    3. 3-5 years

    4. More than 5 years

    13. How did you get to know about it?

    1. TV Ads

    2. Print Ads

    3. Friends and Family

    4. Radio5. Bill Boards

    14. Apart from Allen Solly, which is the next best brand? _____________________________

    15. Would you switch to that brand? A. Yes B. No

    16. If yes, for what reasons?

    ______________________________________________________________________________

    ______________________________________________________________________________

    17. Age: ___________

    18. Occupation: _____________