Good day, please do me a favor and help me with my assignment. Don't worry ONLY HELPFUL RATING WILL BE GIVEN AS LONG AS COMPLETE REQUIREMENTS YOU WILL SEND. This subject is Differentials Equations iNSTRUCTIONS:

Objective: Simulate using multisim software a circuit about applications of 1st order differential equations, relevant to computer engineering program. 1. Select either of the two types of 1st order circuit - LR and RC circuits. (choose ONLY 1, also tell me what)

2. Simulate a design that can function when connected tangibly. (Please simulate a design not from the internet please using MULTISIM SOFTWARE) 3. Make a Word Problem into it wherein Current of the entire network has to be solved.

4. Solve for the current of the entire network. (PLEASE USE THE EQUATION on the picture I uploaded, and please explain step by step the solution please because I am going to record it via video)

5. Graph the current flowing around your circuit. (PLEASE USE DESMOS.COM FOR GRAPHING)

LR Circuits di L- dt + Ri = E(t) di VL = L VR = iR dt L = Inductor (Henry H] R = Resistor (Ohm [2)) 2 = current (Ampere [A]) V = voltage (Volt V])A 12-volt battery id connected to a series circuit in which the inductance is 0.5 henry and the resistance is 10 ohms. Determine the current i if the initial current is zero. di "+ Ri = E(t) [e20t ;] = 24 201 at i(0)=0 i(t) = 6 + ce -20t 24 20t + c I = + ce-20(0) i(t) = 9- 1 di 20 2 dt + 10i = 12 20t ; 6 20t + c +c di + 20i = 24 p20t 220t dt 6 C = E + ce-20t i(t) = 9 (1 - e-20t) dy [e20ti] = 24e 20t di + Ri = E(t) ; E(t) = V In V - iR 1 In V R R R di dt - In |V| + In |V - iR) = L V - iR I V - iR In V - iR = e-(f)t it+c V R R . V i = -1+e-({)t at i(0)=0 In |VI C= R In V -iR In | VI i(t ) = R V ( 1 - e- (# ): ) VR = iR 1 VL = LaZ R I' RRC Circuits dq H R + dt C q = E(t) VR = iR Vc = C dq dq VR = R dt dt R = Resistor (Ohm (2]) C = Capacitor (Farad [F]) I = current (Ampere [A]) v = voltage (Volt [VI) q= charge Coulomb [C])A 100-volt electromotive force is applied to an RC series circuit in which the resistance is 200 ohms and the capacitance 104 farads. Find the charge q(t) on the capacitor if q(0)=0. Find the current i. 1 R dq dq + dt 69 = E(t) at q(0)=0 dt 1 1 1 dq 1 + ce-50(0) -50t 200 + 0 = 100 dt 10-49 = 100 100 dt 100 dq C=- 1 = - (-50)e-50t dt + 50q = 100 100 d -e di Lesotg = 501 2 50t e i(t) = ze-50t 1 100 100 e 501 q = e 50t + C 100 1 1 = + ce-501 100