I really need help with these two problems please, and I'm having a very hard time getting help with these.

Find parametric equations for the line tangent to the curve of the intersection of the surfaces x3 + 6x2y2 + y3 + 17xy - 22 = 0 and X2 + y2 + z2 = 27 at the point P(1,1,5). Select the parametric equations for the tangent line. OA. x=1+32t OB. x=340t y=1-32 y=1-340t z=-10 z=0 c. x=32t OD. x=1+340t y=1-32t y=1-340t Find the absolute maxima and minima of the function on the given domain. T(x,y) =x2 +xy+y2 - 9x+ 5 on the rectangular plate 05x57, -4sysO The absolute maximum occurs at D. (Type an ordered pair.) The absolute maximum is f= D. The absolute minimum occurs at E. (Type an ordered pair.) The absolute minimum is f=