Question: Many resources present a linear program in standard form as follows:maxx,cTx s.t.Axb,x0Such a problem can be converted into canonical form (as defined in class)by introducing

Many resources present a linear program in "standard form" as follows:maxx,cTx s.t.Axb,x0Such a problem can be converted into canonical form (as defined in class)by introducing slackvariables, six12, then we can also say that x1+s1=2 for s10 hat(x)as the concatenated vector of all x and shat(x)=(x1,dots,xn,s1,dots,sm)Tthe standard form LP can be recast into the canonical form:maxhat(x),hat(c)That(x) s.t. hat(A)hat(x)=b,x0What should hat(c) and hat(A)be for anLP reformulated as above?

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