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1 P a re n t / T e a ch e r C o n f e re n ce D a y (C T ) E m e r g e n c y U s e D a y s 2 T e a ch e r I n d e p e n d e n t C o n t ra ct D a y (C T F l e x) A MI 1 5 , 5 /2 u(x;y) = aand lim (x;y)!(c 1;c 2) v(x;y) = b Thus the story for limits of functions of a complex variable is the same as the story for limits of real valued functions of the variables x;y However, a real variable xcan approach a real number conly from above or below (or from the left or right, depending on your point of# & ' ! Operator Methods In Quantum Mechanics ƒxƒŠ[ ƒVƒ‡[ƒg ƒX[ƒp[ ƒtƒ‰ƒC "¯Œ^ ‚â‚è•û
