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    Contents:

    Introduction: 3

    Research Problem 4 Research Hypothesis 4

    Coffee Consumption 5

    Students 6 Working Class 7 Mean and Standard Deviation 8 Z test(5% margin) 9

    Coffee Expenditure 10

    Students 11 Working Class 12 Mean and Standard Deviation 13 Z test(5% margin) 14

    Comparison 15

    Conclusion 16

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    Introduction

    Coffee is a brewed drink prepared from roasted seeds, called coffee beans, of

    the coffee plant. Coffee beans are found in coffee cherries, which grow on trees

    in over 70 countries, cultivated primarily in Latin America, Southeast Asia,and Africa. 'Green Unroasted' coffee is one of the most traded agricultural

    commodities in the world. Coffee can have a stimulating effect on humans due

    to its caffeine content. It is one of the most-consumed beverages in the world.

    Coffee has played a crucial role in many societies. The energizing effect of the

    coffee bean plant is thought to have been discovered in the northeast region

    of Ethiopia, and the cultivation of coffee first expanded in the Arab world. The

    earliest credible evidence of coffee drinking appears in the middle of the 15th

    century, in the Sufi monasteries of Yemen in southern Arabia. From the Muslim

    world, coffee spread to Italy, then to the rest of Europe, to Indonesia, and to the

    Americas. In East Africa and Yemen, it was used in religious ceremonies. As a

    result, the Ethiopian Church banned its secular consumption, a ban in effect

    until the reign of Emperor Menelik II of Ethiopia. It was banned

    in Ottoman Turkey during the 17th century for political reasons, and was

    associated with rebellious political activities in Europe.

    Coffee berries, which contain the coffee seed, or "bean", are produced by

    several species of small evergreen bush of the genus Coffea. The two most

    commonly grown are the highly regarded Coffea arabica, and the 'robusta' form

    of the hardier Coffea canephora. The latter is resistant to the devastating coffee

    leaf rust (Hemileia vastatrix). Once ripe, coffee berries are picked, processed,

    and dried. The seeds are then roasted to varying degrees, depending on the

    desired flavor. They are then ground and brewed to create coffee. Coffee can be

    prepared and presented in a variety of ways.

    An important export commodity, coffee was the top agricultural export for

    twelve countries in 2004, and it was the world's seventh-largest legal

    agricultural export by value in 2005. Some controversy is associated with coffee

    cultivation and its impact on the environment. Many studies have examined the

    relationship between coffee consumption and certain health conditions; whether

    the overall effects of coffee are ultimately positive or negative has been widely

    disputed. The method of brewing coffee has been found to be important to its

    health effects.

    On

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    This report deals with the average consumption of beer and the amount spent

    on coffee per week.

    A sample size of 100 people was taken in which 50 were students and 50 were

    in the working class.

    We came out with the results through the Z test which was calculated on the

    basis of a questionnaire prepared by us.

    RESEARCH PROBLEM:

    Increasing consumption of Coffee by Working class even after being aware of

    its hazards.

    RESEARCH HYPOTHESIS:

    Students consume and spend less on coffee than the working class.

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    COFFEE

    CONSUMPTION

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    No. Of cups of coffee in a week

    StudentsX Frequency FX FX

    2

    0 5 0 0

    4 20 80 320

    7 15 105 735

    10 7 70 700

    14 2 28 392

    18 1 18 324

    21 0 0 0

    50 301 2471

    0

    5

    10

    15

    20

    25

    0 4 7 10 14 18 21

    Frequency (f)

    Frequency (f)

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    Working Class

    X Frequency(F) FX FX2

    0 1 0 0

    4 3 12 487 9 63 441

    10 11 110 1100

    14 16 224 3136

    18 6 108 1944

    21 4 84 1764

    50 601 8433

    0

    2

    4

    6

    8

    10

    12

    14

    16

    18

    0 4 7 10 14 18 21

    Frequency (F)

    Frequency (f)

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    Mean and Standard Deviation

    MEAN (X) = FX/F

    X1=6.02

    X2=12.02

    X12= (n1X1+n2X2)/n1+n2

    X12=9.02

    D = (X-X)

    D1=-3

    D = (X-X)

    D2=3

    STANDARD DEVIATION ()= [FX2/n(X)2]

    1=3.63

    STANDARD DEVIATION (2) = [FX2/n(X2)

    2]

    2=4.92

    = [n (2+D2) + n (22+D22)]/ (n+n)

    12=5.26

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    Z Test (5% Margin)

    z-testis based on the normal probability distribution and is used for judging the

    significance of several statistical measures, particularly the mean. The relevanttest statistic,z, is worked out and compared with its probable value (to be read

    from table showing area under normal curve) at a specified level of significance

    for judging the significance of the measure concerned.

    This is a most frequently used test in research studies.z-test is generally used

    for comparing the mean of a sample to some hypothesized mean for the

    population in case of large sample, or when population variance is known.

    z-test is also used for judging the significance of difference between means

    of two independent samples in case of large samples, or when populationvariance is known.

    z-test is also used for comparing the sample proportion to a theoretical value of

    population proportion or for judging the difference in proportions of two

    independent samples when n happens to be large.

    Z= (X-X)/ [2 (1/n+1/n)]

    Z(5% margin)=-5.41

    R: Z

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    COFFEEEXPENDITURE

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    Total Expenditure Per Week

    Students

    X(Rs) Frequency FX FX2

    10 5 50 500

    30 15 450 13500

    50 13 650 32500

    100 7 700 70000

    150 6 900 135000

    200 4 800 160000

    300 0 0 0

    50 3550 4,11,500

    0

    2

    4

    6

    8

    10

    12

    14

    16

    10 30 50 100 150 200 300

    Frequency (f)

    Frequency (f)

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    Working Class

    X(Rs) Frequency(F) FX FX2

    10 1 10 100

    30 4 120 3600

    50 10 500 25000

    100 15 1500 150000

    150 11 1650 247500

    200 8 1600 160000

    300 1 300 90000

    50 5,680 6,76,200

    0

    2

    4

    6

    8

    10

    12

    14

    16

    10 30 50 100 150 200 300

    Frequency (f)

    Frequency (f)

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    Mean and Standard Deviation

    MEAN (X) = FX/F

    X1=71

    X2=113.6

    X12= (n1X1+n2X2)/n1+n2

    X12=92.3

    D = (X-X)

    D1=-21.3

    D = (X-X)

    D2=21.3

    STANDARD DEVIATION ()= [FX2/n(X)2]

    1=56.41

    STANDARD DEVIATION (2) = [FX2/n(X2)

    2]

    2=24.88

    = [n (2+D2) + n (22+D22)]/ (n+n)

    12=48.52

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    Z Test (5% Margin)

    Z= (X-X)/ [2 (1/n+1/n)]

    Z(5% margin)=-4.39

    R: Z

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    Total Expenditure:

    Students : Rs 3550/-

    Working Class : Rs5680/-

    Students

    38%

    Working Class

    62%

    Expenditure

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    Conclusion

    After carrying out the research and testing our hypothesis through the Z-test, we

    conclude that our hypothesis, Expenditure and Consumption of Coffee by

    Students is less than Working Class, is true.

    Therefore, our hypothesis is correct.