Math Is Fun Forum

The example you're giving is slightly different from the frog reaching a distance of 2 meters, and it's essential to understand that limits can behave differently in different scenarios. It sounds like you're struggling with the idea of both "x" and "y" limits approaching 0, but when divided, they give you an average number. This is a common phenomenon in mathematics, and it has to do with the way that limits work. Suppose you're interested in learning more about this topic. In that case, you might find it helpful to check out some resources on calculus, such as this one: https://plainmath.net/calculus-1/15773- … -important because I access it every time I don't understand any math homework questions. It's normal to struggle with new concepts at first. I didn't get a task where I had to find the function's local maximum and minimum values and saddle points. The important thing is that we're asking questions and seeking out answers. It helps me keep up the excellent work!