epäjatkuvuuskohdissa
Epäjatkuvuuskohdissa is a Finnish term that translates to "points of discontinuity" or "discontinuities" in English. It is most commonly used in the context of mathematics, particularly in calculus, to describe points where a function is not continuous. A function is considered continuous at a point if its graph can be drawn without lifting the pen. If there is a break, jump, or hole in the graph at a specific point, that point is an epäjatkuvuuskohta.
There are several types of epäjatkuvuuskohtia. Removable discontinuities, or "poistettavat epäjatkuvuuskohdat," occur when a hole exists
Understanding epäjatkuvuuskohtia is crucial for analyzing the behavior of functions, especially when dealing with limits, derivatives,