Question: Consider the model y = β0 + ï¢1x1 + ï¢2x1 2 + ï¢3x2 + ï¢4x3 + ï¢5 x1x2 + ï¢6x1x3 + ï¢7 x12 x2 +
y = β0 + ï¢1x1 + ï¢2x1 2 + ï¢3x2 + ï¢4x3 + ï¢5 x1x2
+ ï¢6x1x3 + ï¢7 x12 x2 + ï¢8 x12 x3 + (
Where x1 is a quantitative variable and
The resulting least squares prediction equation is
a. What is the equation of the response curve for E(y) when x2 = 0 and x3 = 0? When x2 = 1 and x3 = 0? When x2 = 0 and x3 = 1?
b. On the same graph, plot the least squares prediction equation associated with level 1, level 2, and level 3.
1 if level 3 (1 if level 2 lo otherwise lo otherwise X3 = = 48.8 3.4x1 + .07x 2.4x2 7.5x3 + 3.7x,x2 + 2.7x1x3 .02x}x2 .04x}x3
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a For x 2 0 and x 3 0 488 34x 1 007x 2 1 24 0 75 0 37x 1 0 27x 1 0 002x 2 1 0 004x 2 1 0 4... View full answer
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