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Numerade Educator



Problem 1 Easy Difficulty

Antiderivative be an antiderivative of a function $f$ on an interval $I$ ?


A function $F$ is an antiderivetive of a function fon the interval Iif $F(x)=f(x)$ for all $x$ is and $C$ is an arbittary constant


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Video Transcript

question one. An anti derivative being anti derivative of a function. So when does that happen? Well, that happened it. A line of eggs equals f of X clothes in your hole for all axes. Better in are close Interval I. So that's mass speak for all axes that are elements in I So the closed interval in high?