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Consider a bloob.

Because it is a bloob, and ALL bloops are toogs, it must also be a toog.

But if it is a toog then, because no toogs are goopers, it cannot be a gooper.

So if it a bloob it cannot be a gooper.

That is to say no gooper can be a bloob.

Q: Can you please explain how if all bloobs are toogs and no toogs are goopers then you can be certain that no goopers are bloobs is true?

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It means that for certain operations, you can change the order, such that a (operation) b = b (operation) a. For example, for addition: a + b = b + a, and for some types of multiplication, ab = ba.

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