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Generate a predictor X, using rt() function. with n=200, as well as E. Let's use noise vector 50 as degree of freedom response vector Yof length n₂ Genera's a according to model: a exp (2x cos(x) Y=a₂ + α₁ sin(X) + d₂x It exp (2x (03(x)) +E

Generate a predictor X, using rt() function. with n=200, as well as E. Let's use noise vector 50 as degree of freedom response vector Yof length n₂ Genera's a according to model: a exp (2x cos(x) Y=a₂ + α₁ sin(X) + d₂x It exp (2x (03(x)) +E

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Generate a predictor X, with n=200. asA using rt() functim, with n=20o, as nell Let's use 50 as noise vector degree of freedom as E. X☆ Genera'c according to mode t: response vector Yot length n, exp (2x cos (X) Y= aot a, sin(X)t dox Herp(2.0)
Transcribed Image Text:Generate a predictor X, with n=200. asA using rt() functim, with n=20o, as nell Let's use 50 as noise vector degree of freedom as E. X☆ Genera'c according to mode t: response vector Yot length n, exp (2x cos (X) Y= aot a, sin(X)t dox Herp(2.0)
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