Calculus - Approximating the instantaneous Rate of Change of a Function Calculus - Approximating the instantaneous Rate of Change of a Function begin-post-stats MySecretMathTutor • 52K views end-post-stats begin-duration 4:45 end-duration Math topics: _Mathematical_analysis_##Mathematical analysis##_Derivative_##Derivative##_Calculus_##Calculus##_Indeterminate_form_##Indeterminate form##_Elementary_mathematics_##Elementary mathematics##_Weighted_arithmetic_mean_##Weighted arithmetic mean##_Function_(mathematics)_##Function (mathematics)##_Average_##Average##_Point_(geometry)_##Point (geometry) Other topics: _Formal_sciences_##Formal sciences##_Mathematics_##Mathematics##_Scientific_method_##Scientific method##_Information_theory_##Information theory##_Units_of_time_##Units of time##_Minute_##Minute##_Instant_##Instant##_Second_##Second video-id: jTvTthjtIrk channel_MySecretMathTutor_ So What Learning Elementary mathematics , Formal sciences , Mathematical analysis , Units of time Sunday, January 21, 2018 Share Share