MAT135H1 Lecture 39: Lecture Note
MAT135H1 verified notes
39/39View all
Document Summary
Riemann sums of the velocity given by the definite that change in position function integral can. Ha ) . then the change in position. Thus we have : be calculated as the limit of position is let fh ) denote the. , change in we also be written as. ) ba fee , de change tea in to position from t = b. Flt ) derivatives : the between integral the fundamental position the. Thus f and related using uncovered a important applies to that it connection is so. I a , b ] and at ) I} fee ) de integral of rate of a change gives the the definite total change . eg . Iba at ) dt in miles hour and. Since the units of ht ) hours of. Iba he ) de are in position , and the units of t ( miles i hour ) x hour the units of fcb ) are.
