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If f(x) = {((x^4 - 16)/(x - 2), when x ≠ 2), (16, when x = 2), then

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If f(x) = {((x4 - 16)/(x - 2), when x ≠ 2), (16, when x = 2), then

(A) f(x) is continuous at x = 2 

(B) f(x) is discountinous at x = 2

(C) lim(x  →2) f(x) = 16

(D) None of these

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Answer is (C) lim(x  →2) f(x) = 16

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