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Task 4 a. For a voltage step input of size V at t = 0 into a series CR circuit the differential equation for the potential difference across the capacitor v, is given by V = RC dvc+Vc dt Vc is zero at t = 0. Use Laplace transforms to solve this equation. b. Use Laplace transforms to solve this equation 3f (t) + 2f(t)t where f(0) = -2

Task 4 a. For a voltage step input of size V at t = 0 into a series CR circuit the differential equation for the potential difference across the capacitor v, is given by V = RC dvc+Vc dt Vc is zero at t = 0. Use Laplace transforms to solve this equation. b. Use Laplace transforms to solve this equation 3f (t) + 2f(t)t where f(0) = -2

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Task 4 a. For a voltage step input of size V at t = 0 into a series CR circuit the differential equation for the potential difference across the capacitor v, is given by V = RC dvc+Vc dt Vc is zero at t = 0. Use Laplace transforms to solve this equation. b. Use Laplace transforms to solve this equation 3f (t) + 2f(t) = t where f(0) = -2
Transcribed Image Text:Task 4 a. For a voltage step input of size V at t = 0 into a series CR circuit the differential equation for the potential difference across the capacitor v, is given by V = RC dvc+Vc dt Vc is zero at t = 0. Use Laplace transforms to solve this equation. b. Use Laplace transforms to solve this equation 3f (t) + 2f(t) = t where f(0) = -2
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