3. In each of the following, describe the set over which the function is continuous. Then find the value of the indicated limit if it exists. If a limit does not exist, justify that conclusion with an appropriate calculation. (a) lim (2,y)→(1,1) (b) a2+2y²+32? 1²+y²+z² lim (2,y,2)→(0,0,0) (c) lim 2x2y (2,y) (0,0)

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