There is a procedure to determine whether data can be modeled by y = ax b ,
Question:
There is a procedure to determine whether data can be modeled by y = axb, where a and b are constants. Start by taking the natural logarithm of each side of this equation.
If we let z = Iny, d = Ina, and w=lnx, then the equation Iny = Ina + blnx becomes = d+ bw. Thus the data points (w, z) = (In.x, In y) lie on the line having a slope of b and y-intercept d = Ina. The following steps provide a procedure for finding the con- stants a and b.
Transcribed Image Text:
In y = In (ax") In y = Ina + Inxh Iny Ina + bln.x
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By taking a linear leastsquare regression of th...View the full answer
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Related Book For
College Algebra With Modeling And Visualization
ISBN: 9780134418049
6th Edition
Authors: Gary Rockswold
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