Question: Attendance Exercise for Partial Derivatives 4. Show that the limit does not exist. yd (e) (1.33%, x4 + 3);! along (i) y = 2x and

Attendance Exercise for Partial Derivatives 4. Show that the limit does not exist. yd (e) (1.33%, x4 + 3);! along (i) y = 2x and (ii) y = 12. (Sept 2012) 5. Find the indicated partial derivatives. 1 . 52f 52f 62f cLet , =2x2+22+ .1= d.an . 321\": 5 51:4 6 .521\": 4 8. Find an equation of the tangent plane to the given surface at the specied point: (a). z=,f4xz2y2,(1,1,1) [x2y+z=4] ll. Given a velocity incticn V(s, r)= :2 Hist2, where s is displacement and r is time. If: changes from 2 to 2.05 and it changes from 3 to 2.96, find the approximate change in V using differentials. [0.65]

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