Final answer:
No, 4z^2 - 22 and 4 are not equivalent expressions because 4z^2 - 22 can be factored as 2(2z^2 - 11).
Step-by-step explanation:
No, 4z^2 - 22 and 4 are not equivalent expressions. Let's take a closer look:
The expression 4z^2 - 22 can be simplified further, while 4 is already in its simplest form.
4z^2 - 22 can be factored as 2(2z^2 - 11). This means that 4z^2 - 22 can be written as 2 multiplied by the expression (2z^2 - 11).
Therefore, 4z^2 - 22 and 4 are not equivalent expressions because 4z^2 - 22 has an extra factor of 2 in front of it.