m(p)=gTp+21pTBp of minimal p given a particular g and symmetric B of appropriate dimensions, as well as a given trust radius >0. Use solve tr to find the optimizing paint p when B=B1=(2008),g=g1=(24) B=B3=(2118),g=g2=(24) ar values of varying in 0.25 incremnnts from 0.25 to 2.0,6. \[ \text { p, at_bdry }=50 \text { lue_tr }([-2.0 ; 4.8],[2.06 . b ; 0.08 .6], 0.25,1 \mathrm{c}-6) \] acpen? Hint: Is B positive detin te