While doing survey analyses for SIXER, a sports clothing company, the researcher is trying to understand...

  

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While doing survey analyses for SIXER, a sports clothing company, the researcher is trying to understand the relationship between the variables "youthful looking" and "latest style". It is likely that during analysis, any of the below mentioned relationships can occur between youthful looking (x axis) and latest style (y axis) of SIXER. These relationships are represented through the scatter graphs shown below: y-axis KN x-axis o y-axis y-axis x-axis o x-axis Part A: Identify the test that is being used here. Interpret each of the graphs presented above and discuss in detail how the two variables are related. Explain in terms of presence, direction and strength of association. (10 marks) Part B: A correlation output between the variables - youthful looking and latest style is as below: Correlations Youthful looking Pearson Correlation Sig. (2-tailed) N Latest style Pearson Correlation Sig. (2-tailed) N Youthful looking 1 45 533 .000 45 Latest style 533 .000 Use a = 0.05. 45 1 45 From the table: Identify the Pearson's correlation coefficient and p-value. What do you infer about the relationship between the two variables? How can SIXER benefit from this inference? While doing survey analyses for SIXER, a sports clothing company, the researcher is trying to understand the relationship between the variables "youthful looking" and "latest style". It is likely that during analysis, any of the below mentioned relationships can occur between youthful looking (x axis) and latest style (y axis) of SIXER. These relationships are represented through the scatter graphs shown below: y-axis KN x-axis o y-axis y-axis x-axis o x-axis Part A: Identify the test that is being used here. Interpret each of the graphs presented above and discuss in detail how the two variables are related. Explain in terms of presence, direction and strength of association. (10 marks) Part B: A correlation output between the variables - youthful looking and latest style is as below: Correlations Youthful looking Pearson Correlation Sig. (2-tailed) N Latest style Pearson Correlation Sig. (2-tailed) N Youthful looking 1 45 533 .000 45 Latest style 533 .000 Use a = 0.05. 45 1 45 From the table: Identify the Pearson's correlation coefficient and p-value. What do you infer about the relationship between the two variables? How can SIXER benefit from this inference?

Answer rating: 100% (QA)

A Using the plots the degree of association between the two variables has been tested The first plot ... View the full answer