Integral as Net Change - Edubirdie

University:
California State University, Northridge
Course:
MATH 150B | Calculus II
Academic year:

2023
Views:

348

Pages:

1
Author:

Annisa F.

Integral as Net Change To find the displacement (position ships) forom the veloaty function, we just integrate the function The negative areas below the x-axis subtract from the total displacement. Displacement [v (1) de In the linear mation equation ds (6) VCE) a function of time de ds = V (4) de For A very small change. in time. van can be considered A constant. [AS-VCE) We add up all the small changes in S to get the total distansk + S=(VV+Vs+...) At as the number of subintervals becomes infinitely Inrge (and the width becomes infinitely small), we have integration S=Sv(t) dt

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