1. Consider the joint pdf f (x,y) = 3(x² + y)/11 for 0 )

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Extracted text: 1. Consider the joint pdf f (x,y) = 3(x² + y)/11 for 0 ) < x="">< 2,="" ()="">< y="">< 1.="" 2.0="" (a)="" plot="" the="" joint="" pdf="" f(x,="" y).="" (b)="" show="" that="" the="" marginal="" pdf="" of="" x="" is="" f#(x)="3(2x²" +="" 1)/22="" for="" 0="">< x="">< 2.="" plot="" f.(x).="" (c)="" derive="" the="" marginal="" pdf="" of="" y,="" f,(y).="" plot="" f,(y).="" (d)="" derive="" the="" conditional="" pdf="" of="" y="" given="" x,f(y|x).="" plot="" f(y|x)="" for="" x="0," 1,2.="" (e)="" derive="" the="" cef="" of="" y="" given="" x.="" (f)="" calculate="" e(x),e(y),="" e(x²),="" e(y²),="" e(xy),="" var(x),="" var(y),="" cov(x,y)="" (g)="" edictor="" of="" y="" given="" x.="" find="" the="" beşt="" linear="" pr="" (h)="" plot="" the="" cef="" and="" blp="" as="" a="" function="" of="">