Regression Equation: ___________ 1. if a man's age is 52 years old, how high is his glucose? solution :   2. if his glucose is 70, how old is this man? solution

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STATISTICS: Regression and linear equeation

 

Regression Equation: ___________
1. if a man's age is 52 years old, how high is his glucose?

solution :

 

2. if his glucose is 70, how old is this man?

solution 

I. Find the value of the correlation coefficient of the following table:
Subject Age (X) | Glucose (Y)
1
45
99
2
34
65
54
79
4
36
75
5
48
87
Solution:
Y
XY
X2
Y2
Computation for r:
r =
Interpretation:
II. From the above table, find the regression equation:
Computation for a and b:
a =
b =
Regression Equation:
1. If man's age is 52 years old, how high is his glucose?
Solution:
2. If his glucose is 70, how old is the man?
Solution:
Transcribed Image Text:I. Find the value of the correlation coefficient of the following table: Subject Age (X) | Glucose (Y) 1 45 99 2 34 65 54 79 4 36 75 5 48 87 Solution: Y XY X2 Y2 Computation for r: r = Interpretation: II. From the above table, find the regression equation: Computation for a and b: a = b = Regression Equation: 1. If man's age is 52 years old, how high is his glucose? Solution: 2. If his glucose is 70, how old is the man? Solution:
X
Y
XY
| X2
Y2
Transcribed Image Text:X Y XY | X2 Y2
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