Solve the problem using squeeze theorem

Reference no: EM13966734

Suppose A is a constant and f(x) isa function of x such that

Ax/(x+3) <f(x) < x + 768

for all x near 48 but not equal to 48.

we are interested in finding the limit of f(x) as x approaches 48 by means of the Squeeze Theorem.

(a) For the squeeze theorem to be applicable in this case, the constant A must be equal to a specific number. Find this number

(b) assuming that A is that number for which the squeeze theorem is applicable, find lim x->48 f(x)

Reference no: EM13966734

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