## Rephrasing the definition of a limit

Is lim The same as saying “one can get \large{f(x)} as close as imaginable to \large{L}, by setting \large{x} close enough to \large{a}” and vice versa “one can get \large{x} as imaginable to \large{a} by setting \large{f(x)} close enough to \large{L}“? Sorry if obvious questions, but I need to understand this before i can grasp … Read more