z6-z2

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z^6 - z^2 ?

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What is the question?

To solve the expression z6 - z2, you can first rewrite it as z6 + (-z2). This allows us to use the property of addition, where adding a negative number is the same as subtracting that number.

Next, let's plug in some arbitrary values for z to simplify the expression. These values can be anything, as long as they are consistent throughout the problem. Let's say z is equal to 5.

So, substituting z = 5 into the expression, we have 56 + (-52).

To evaluate this expression, we add the positive and negative terms:

56 + (-52) = 3

Therefore, z6 - z2, when z = 5, is equal to 3.

Remember, if you have different values for z, you will get different results. This was just an example using z = 5.