Question
please answer the folllowing by using the dataset. provide computerised answer
Using The Quantity and Prices Data set generate the following 1. Generate Correlation Coefficient and discuss 2. Generate the

24.9 28.6 31.2 29.8 35.7 29.8 32.6 30, 39.5 30.8 30,9 43.2 45.3 31.4 55.8 31.9 32.3 55.6 48.9 33.3 34,3 58.2 58.5 35.7 49.2 3
Using The Quantity and Prices Data set generate the following 1. Generate Correlation Coefficient and discuss 2. Generate the trend for dependent variable and discuss 3. Generate the specific function 4. Explain R-Square 5. Explain, in detail, the relationship between the independent variable and the dependent variable
24.9 28.6 31.2 29.8 35.7 29.8 32.6 30, 39.5 30.8 30,9 43.2 45.3 31.4 55.8 31.9 32.3 55.6 48.9 33.3 34,3 58.2 58.5 35.7 49.2 37.5 39.5 62.7 67.7 39.9 74.7 41.2 45.8 64.6 50.1 60.8 75.5 55.1 87.2 59.0 89.6 61.7 70.5 81.4 83. 62.3 93.2 61.6 59.1 97.0 99.3 74.3 89.4 103.7 95.4 106.4 102.3 97.5 100.7 105.4 108.7 107.1 108.9 114. 100,9 120.5 123.8 90.3 100 126,5 112.4 130.4 125.4 134.3 139.1 126.3 143.0 128.5 144.3 135.9 140,8 141.6 152.6 144.4 ymquantity sold x-price per unit
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Answer #1

Correlation Coefficient:

r = 0.90

write a formula "=CORREL("Array1,Array2)" in excel and get the correlation coefficient value in excel

fix F4 X -CORREL(A2:A43,B2:B43) A C D E H 1 X Y 28.6 24.9 2 29.8 31.2 Correlation Coeff 4 29.8 35.7 0.90 5 30.1 32.6 6 30.8 3

Generate the trend for dependent variable and discuss and specific  function

Select X and Y data in excel and go to insert tab and choose scatter diagram in he chart area. Right click any data point in the chart and choose "Add trend line" option. Select Linear as trend

o P KY 0.6926x+25.426 7 + O

The trend for dependent variable is perfect positive linear trend . Linear Regression is the specific function

R-Squared:

A C M Format Trendline X 14 37.5 49. 15 39.5 Trendline Options 17 XY 41.2 74.7 18 45.8 64.6 y 0.6926x+25.426 R2 0.8163 19 50.

Relationship:

The relationship between dependent and independent variable shows positive linear relationship

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