Question #3871

Use pair data values and the summations given to <br>x:& 1 & & & & 3 & 5 & & 7 & & 9<br>y:& 10& & & 8& & 7& & & 4& & & 2<br><br>Σx= 25;& & & Σy= 31;& & & & & Σxy= 115:& & & & Σx² = 165<br><br>a. Find the equation for the least squares regression line. <br>b. Predict the value of y when x is 6 using your equation

Expert's answer

1. The average x and y are

__x__ = 25/5 = 5

__y__ = 31/5 = 6.2

2. The regression coefficient is

thus the equation of the least squares would be

When x= 6,

y = -6 + 11.2 = 5.2

2. The regression coefficient is

thus the equation of the least squares would be

When x= 6,

y = -6 + 11.2 = 5.2

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