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Correlation Tes...

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  • Question 1
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    If $$n=10, \sum x=4,\sum y=3, \sum x^2=8,\sum y^2=9$$ and $$\sum xy=3,$$ then the coefficient of $$r_{x,y}$$ is

  • Question 2
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    Choose the statement which consists of two  positively correlated variables.

  • Question 3
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    Directions For Questions

    Correlation is a statistical method or statistical technique that measures quantitative relationship between different variables like price & demand. Correlation between different variables may either be positive or negative. When two variable move in the same direction i.e. when one increases other also increases & vice versa & when two variable change in different directions are the cause of positive & negative correlation.
    In case of linear correlation, the two sets of data's show some fixed proportion to each other & therefore form a straight line on a graph paper. In case of non linear correlation, on the other hand the two sets of data's do not show any fixed proportion to each other, and therefore their graphs are different from the graphs of linear correlation. The degree of correlation refers to the coefficient of correlation. There are several degree of correlation like perfect positive, perfect negative high positive,high negative. Sometime variables are uncorrelated & degree of correlation in such cases is O.
    Consider the Scattered diagrams

    On the basis of above information answer the following questions

    ...view full instructions

    If the value of correlation $$ \displaystyle r=\frac{1}{2} $$ or $$ \displaystyle r= - \frac{1}{2} $$, then correlation is called

  • Question 4
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    A strong positive association between x and y is depicted by which of the following graphs?

  • Question 5
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    The marks obtained by nine students in physics and Mathematics are given below:

    Physics486072625640395230
    Mathematics627865703854603231
    calculate spearman's coefficient.

  • Question 6
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    The coefficient of correlation is always between

  • Question 7
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    FInd the rank correlation from the following data:

    S. No.12345678910
    Rank Differences-2-4-1320-233-2

  • Question 8
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    The marks in history and mathematics of twelve students in a public examination are given below. Calculate a coefficient of correlation by ranks.

    StudentABCDEFGHIJKL
    History693639716776402085655534
    Mathematics335271257922838124354664

  • Question 9
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    If increase in value of one variable is not accompnied by the proportional decrease in second variable, then corrrelation between two variables is

  • Question 10
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    The marks in History and Mathematics of twelve students in a public examination are given below. Calculate a coefficient of correlation by ranks.
    Student$$A$$$$B$$$$C$$$$D$$$$E$$$$F$$$$G$$$$H$$$$I$$$$J$$$$K$$$$L$$
    History$$69$$$$36$$$$39$$$$71$$$$67$$$$76$$$$40$$$$20$$$$85$$$$65$$$$55$$$$34$$
    Mathematics$$33$$$$52$$$$71$$$$25$$$$79$$$$22$$$$83$$$$81$$$$24$$$$35$$$$46$$
    $$64$$

    Interpret the result.

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