Question: Assume that In each case evaluate the limit or indicate that the limit does not exist. if lim f(x) = L, then lim cos f(x)

Assume that if lim f(x) = L, then lim cos f(x) = cos L. xa xa In each case evaluate the limit or indicate that the limit does not exist.

(a) lim cos (2) X-0 1-2x (b) lim cos x X-/2 Xx (c) lim x cos(1-x) 1-x x-0 1-cos(x) (d) lim

if lim f(x) = L, then lim cos f(x) = cos L. xa xa

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a Because lim x x0 20 120 b By the Quotient Law Then by the Product Law 0 it follo... View full answer

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