Question: f(x)=(x^(2)-49)^(3) The function is continuous because the function's domain is the entire real line. The function is not continuous because the function is not

f(x)=(x^(2)-49)^(3)

\ The function is continuous because the function's domain is the entire real line.\ The function is not continuous because the function is not defined at

x=49

.\ The function is not continuous because the function is not defined at

x=+-7

.\ The function is continuous because the function is a polynomial.\ The function is not continuous because the function is not a polynomial.

$f(x)=(x^(2)-49)^(3)\ The function is continuous because the function's domain is the$

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