Calculus II: Limits, derivatives and Integrals of Vector functions

[@IDareYou93]

Thanks again and again!

[@artart421]

So for smoothness, putting it into 102 terms, if the derivative of a vector will never equal the zero vector, it's smooth (assuming it's continuous).

[@MathforThought]

Yeah.

[@jasonmantri2658]

cloudy, for the very first example, i see you take the limit as t approaches 0. Dumb question, but could t be anything?

[@MathforThought]

Yeah the question just said 0.