Great thank you, and apologies, I'm aware it's not a function but a measure, but alas my lecturer uses the term function and so it's stuck with me. As for x for multiply, laziness is all, sorry... thanks again, much appreciated :)!mfb said:2 times the delta distribution (it is not a function), correct.
Avoid using x as variable and multiplication sign at the same time, please. * is the typical multiplication sign in ascii.
In mathematics, the notation "A --> ∞" means that the value of A is approaching infinity, or becoming infinitely large.
The limit as A approaches infinity is important because it allows us to understand the behavior of a function as the input (A) becomes increasingly large. This can provide valuable insights into the overall behavior and trends of the function.
To calculate the limit as A approaches infinity, you can use a variety of methods such as algebraic manipulation, factoring, or using L'Hôpital's rule. It is important to first simplify the function as much as possible before evaluating the limit.
Yes, the limit as A approaches infinity can be a finite number. This would occur if the function approaches a specific value or constant as A becomes infinitely large.
The concept of limits, particularly as A approaches infinity, is used extensively in physics, engineering, and economics to model and analyze various systems. For example, in physics, the limit as time approaches infinity can be used to predict the behavior of a system in the long run.