How do I prove this: lim as (x->0) of cosx / x DNE
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Originally Posted by jzellt How do I prove this: lim as (x->0) of cosx / x DNE cos(0)= 1 and cos(x) is a continuous function so for x close to 0, cos(x) is close to 1. In fact, for x close enough to 0, cos(x)> .9 so cos(x)/x> .9/x.
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