Class Notes (838,378)
Lecture 16

# 2E03 Lecture 16 - Ch.17 Polynomial Regression.pdf

2 Pages
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School
Department
Civil Engineering
Course
CIVENG 2I03
Professor
Cameron Churchill
Semester
Winter

Description
17,2 Polynomial Regession Some engineer data is pose y represented by a straight ine For these cases a curse is belta suite 4 ft the data. The leest squeres mahed Can ceedik be extended to Dit he doda to highc ander pokynemia be to the an olturndte cucued line to a set of on S as t te an Constants blow error Determining a least-squares second- ander polyromial is ey valent to sowing a system of 3 ons The two-dimen al case san ex enda 4o ao order nomic determining the coefficients eal an m equivalent neer eg m -t 17,2 Polynomial Regession Some engineer data is pose y represented by a straight ine For these cases a curse is belta suite 4 ft the data. The leest squeres mahed Can ceedik be extended to Dit he doda to highc ander pokynemia be to the an olturndte cucued line to a set of on S as t te an Constants blow error
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