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Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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great but i have a few questions, first on what basis can i use the laplace transform and what is the general formula to use it and what are the specifics of using it, 2nd how did the equation flip this way? can i use inverse laplace transform on a calculator the casio black one? so i can get the formula? any extra important details would be appreciated even if small as in the exam not the exact same question will be asked. thank you!
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- 4.5-4. Find the z-transform of the following functions. The results of Problem 4.5-3 -0.6Ts (a) E(s) = = (c) E(s) = (e) E(s) - 68-0.3Ts (s + 1)(s + 2)(s + 3) s² + 25 + 28-1.17s s(s + 2)² s²e-0.3Ts + 2s + 3 s(s+ 2)²(s + 4) (b) E(s) = (d) E(s) (f) E(s) = = 48 s(s+ 2)² (s + 2)²-0.27s s²(s + 1)² -0.75Ts (2s + 7)e (s² + 2s + 5)(s + 3)arrow_forwardThe inverse z-transform of F(z) is: 10z2 -42z z? –10z+21 F(z) = Select one: O a.f(k) = (3 × 3k) – (7 × 7') - O b. f(k) = (3 × 7k) + (7 × 3k) O c.f(k) = (3 × 3k) + (7 × 7k) O d. f(k) = (7 × 7k) – (3 × 3k)arrow_forwardPlease explain how the linearity of Laplace transform properties is used in control systems.arrow_forward
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