How 0 is infinite?
Excuse me, but I'm a bit puzzled by the statement "How 0 is infinite?" Could you elaborate on what you mean by this? Typically, the number zero is considered to be a finite quantity, representing the absence of any units or quantity. On the other hand, infinity is a concept that represents an unbounded, limitless amount. So, I'm curious to understand how you see a connection between these two seemingly opposite concepts. Could you provide some context or explanation to clarify your question?
What does linear mean in math?
Could you please explain to me what the term "linear" means in the context of mathematics? I'm a bit confused about how it's applied and how it differs from other mathematical concepts. I understand that it's related to straight lines and functions, but I'd appreciate it if you could elaborate on its definition and provide some examples to help me grasp the concept better.