1.

Let a_(1), a_(2),…,a_(n) be fixed real numbers and define a function f(x)=(x-a_(1))(x-a_(2))…(x-a_(n)). What is lim_(xrarra_(1))f(x) ? For some a ne a_(1), a_(2), …..,a_(n), compute lim_(xrarra)f(x).

Answer»


ANSWER :`lim_(xrarra_(1))F(x)` exists for all `ANE 0`.


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