The definite integral of f(t – 1)dt = S dv is v – v, =;t² - t The definite integral of S ds = (t² – t + v,) dt is s – s, =t3 - + v,t %3D The time derivative of v = t3 - t2 + 5 is a = 3t2 – 2t %3D %3|

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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The definite integral of f(t – 1)dt = S dv is v – v, =;t² - t
The definite integral of S ds = (t2 – t + v,) dt is s – s, =t3 -t + v,t
The time derivative of v = t3 - t2 + 5 is a = 3t2 – 2t
%3D
|3|
Transcribed Image Text:The definite integral of f(t – 1)dt = S dv is v – v, =;t² - t The definite integral of S ds = (t2 – t + v,) dt is s – s, =t3 -t + v,t The time derivative of v = t3 - t2 + 5 is a = 3t2 – 2t %3D |3|
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