Question: (a) limx2f(x) (b) limx2+f(x) (c) limx2f(x) (d) f(2) (e) limx2f(x) (f) limx2+f(x) (g) limx2f(x) (h) f(2) (i) limx4+f(x) (j) limx4f(x) (k) f(0) (1) limx0f(x) For

(a) limx2f(x) (b) limx2+f(x) (c) limx2f(x) (d) f(2) (e) limx2f(x) (f) limx2+f(x) (g) limx2f(x) (h) f(2) (i) limx4+f(x) (j) limx4f(x) (k) f(0) (1) limx0f(x) For the function f whose graph is given, state the value of the given quantity, if it exists. If it does not exist, enter " n " belowt (a) limx2f(x) (b) limx2+f(x) (c) limx2f(x) (d) f(2) (c) limx2f(x) (f) limx2+f(x) (g) limx2f(x) (b) f(2) (i) limx4+f(x) (3) limx4f(x) (k) f(0) (I) limf(x)

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