Noo! There will never be another like him :(
rasensprenger
Das geht für ale normalen Zahlen
Well, that happens sometimes
Danke!
I'm not using logic in this case, you are just being insincere. Let me know when you bother to try to understand anything I or the authors of your holy textbooks wrote.
Apparently you can't read either textbooks or wikipedia and understand it.
Also, wait, you're just a tutor and not actually a teacher? Being wrong about some incredibly basic thing in your field is one thing, but lying about that is just disrespectful, especially since you drop that in basically every sentence.
We've been at this point, I'm not going to explain this again. But you weren't able to read a single sentence of a wikipedia article without me handfeeding it to you, so I guess I shouldn't be surprised. I'm sorry for your students.
Yeah, doesn't mean that you know what an author is talking about when you encounter it doing actual math
The notation is not intrinsically clear, as any human writing. Ambiguous, one may say.
If you don't want to see why you're wrong that's your thing, but I tried. I can just say, try to re-read the math textbook you took pictures of, and try to understand it.
Exactly! It's in math textbooks, in both ways! Ambiguous notation, one might say.
You can define your notation that way if youlike to, doesn't change the fact that commonly f^{-1}(x)
is and has been used that way forever.
If I read this somewhere, without knowing the conventions the author uses, it's ambiguous
Exactly, raw pointers are very rarely the way to go