TRUE OR FALSE!

The function f (x) = 3 / (x-3) (x+3) is never equal to zero

True

Step-by-step explanation:

Here we are given that it is a function. And when a function is termed as a function it is specifically given a domain and a range.

In this function, the domain is such that the denominator can not be equal to zero.

Hence,

In order to f (x) to be equal to 0

3 has to be equal to 0 as the denominator can not be 0. And 3 is equal to 0 is not possible.

Hence this function can not be equal to 0

true, because 3 is the numerator, there is nothing that 3 can be divide by to give you 0