5 L-¹ F(S) = [ 5³/2₂ S+2 Tentukan F(t) 4 s² +4 + 54.
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- You wish to build a time delay circuit using an RL circuit, and the resistance in the circuit is 110 ohms. You want the voltage across the inductor to fall to 0.1V from an inital voltage of 1.5V in a period of 0.1s. What must the inductance of the inductor be? a. -164Hb. 3.0Hc. 40Hd. 11He. 4.1H.What is current in a 50 µF capacitor if the source voltage is 100sin(100t) V? 500cos(100t) mA -500cos(100t) mA 500sin(100t-90°) mA -500sin(100t+90°) mAThe current in the circuit shown is known to be io=5e−2000t(2cos 4000t+sin 4000t) for t≥0+. Find v1(0+) and v2(0+).
- Solve the following problems and show your solution.(*Answers are already provided*) I just need a complete solution.*Please write legibly*(Correction: Rth=476.2mΩ)Determine the current in a simple series RL circuit having a resistance of 10 ohms, an inductance of 1.5 H, and an emf of 9 V if initially the current is 6 A.Use V= L di/dt to find the voltage across a 20 mH inductor at t = 3ms if I= 30sin (20 3.14t -3.14/6) 3.14 = pie
- The current through a 0.1 H inductor is i(t) = 15sin3000t Amperes. Find the voltage across the inductor and energy stored in it.Determine the inductor current i(t) for both t = 0– and t > 0 for the given circuit. Assume L = 4.3 H. (Round the final answer to two decimal places.) The inductor current for t = 0– is _______ A. The inductor current for t > 0 is i(t) = _______+______ e–t / ______ A.there is a fifth choice, that is it 5. R=0.625Ω, L=3.4458mH
- sketch the fallowing f) 5x(t/2).g) 5x(3-t/2).h) x(t).δ(t)i) x(t).δ(t-0.5) (definition range is in photo)For all circuits, R = 1kΩ, C = 0.1 μFThe current in and the voltage across a 10mH inductor is known to be zero for t≤0. The voltage across the inductor is given by the graph in figure (same figure in question 2 with a different L value) for t≥0. Plot I versus t for 0≤t<inf.