Q2/ For the network shown in Figure (02), the switch (1) has been closed and switch (2) has been opened for a long time. At t-0, switch (1) is open then 20msec later switch (2) is closed. Find i(t) for: 1.) Osts0.02sec. I1.) 120.02sec. -O sec. t-20 msec. 60KO 10 mA 40KO 25 kn 2 H 100 KO Figure (Q2)
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- A nonideal voltage source is modeled in FigureP3.72 as an ideal source in series with a resistance thatmodels the internal losses, that is, dissipates the samepower as the internal losses. In the circuit shown inFigure P3.72, with the load resistor removed so thatthe current is zero (i.e., no load), the terminal voltageof the source is measured and is 20 V. Then, withRL = 2.7 kΩ, the terminal voltage is again measuredand is now 18 V. Determine the internal resistance andthe voltage of the ideal source.If the rightmost resistor, 10 ohms, is the load, find the TheveninResistance, Thevenin Voltage and Load Voltage, Vo.Note: In solving forRth, voltage sources are shorted and current sources are opened. Whenlooking for Vth, consider the current and voltage source connected.For the number 1 question, you have to find the thevenin equivalent resistance at the load terminals and also the maximum power transfer to the load. I have posted this question but both gave me different answers, what is the real answer for this? LINK FOR ANSWER 1: https://www.bartleby.com/questions-and-answers/1.-find-the-a-equivalent-thevenin-resistance-at-the-load-terminals-and-b-maximum-power-transfer-to-t/bb07ad30-0e58-4e87-a919-c3846bad184bLINK FOR ANSWER 2: https://www.bartleby.com/questions-and-answers/1.-determine-the-equivalent-thevenin-resistance-at-the-load-terminals-and-maximum-power-transfer-to-/eded9e03-db33-44c9-b6f7-c9616cbaab35 Also, kindly check if the answers to question number 2 on the links are correct.
- The element shown in Figure P1.24 has v(t) = 10 V and i(t) = 2 e-t A. Compute the power for the circuit element. Find the energy transferred between t = 0 and t = ∞. Is this energy absorbed by the element or supplied by it?Write the differential equations for this circuit then change this circuit so that The voltage at V2 is 9.00V (DC) With a ripple of 500mVppThe electric current I in a circuit shown in the figure was measured as a function of theresistance R in the circuit. The relationship between I and R is given by? =?? + ?where ? is the emf of the battery in the circuit and r is the internal resistance of the battery. where ? is the emf of the battery in the circuit and r is the internal resistance of the battery.a) Linearise the equation above, and state which variable you would plot on the x-axis andwhich on the y-axis.b) How are ? and r related to the gradient and/or y-intercept of the graph?
- A solar cell with a reverse saturation current of 5 nA is illuminated such that the short-circuit current is Isc = 200 mA.a. Plot I-V and obtain the voltage at maximum delivered power.b. Assume that this cell has a series resistance of 1 Ohm, so that the cell voltage is reduced by the IR drop. Replot the I-V curve for this case and compare with the plot in a.Choose loops for the circuit below so that there is one unknown current. Write aKVL loop equation for that current. Put the equation in normal form and solve for the unknowncurrent. Use initial condition vc(0−) = 0 V and assume is is constant (not a function of time).(The equation should have an integral. One way of solving it is taking the derivative of both sides.)Use the unknown current to compute v0.Question 4: Consider the first-order circuit in Figure Q4. The switch has been at position afor a long time but moves instantaneously to position b at t = 0. (i) Derive the circuitdifferential equation for t > 0; (ii) Find the current ?? 0(??) for t > 0.
- From the figure shown, the short-circuit current, Isc (Norton's equivalent Current) external to R2 isBioelectrical impedance analysis is a commercially available method used to estimate body fat percentage. The device applies a small potential between two parts of the patient's body and measures the current that flows through. With an estimate of the resistance individually of the muscle and fat between the two points, the composition of the tissue can be estimated. Assume that the muscle and fat tissue can be modeled as resistors in parallel. a) If a potential difference of 5 V is applied across the patient's arm, what is the potential drop across the patient's fat? b) If the measured resistance of the patient's arm is 750 Ω and the resistance of fat is 3 times that of muscle, what is the resistance of the muscle?Consider the circuit shown in the figure. The resistance of the wire used to make the inductor L is negligible compared to the resistors in the circuit. V=16 V, R1=14Ω, R2=105 Ω, and L=2 H. A) Assume that switch S has been closed for a long time so that steady currents exist in the circuit. Find the current being delivered by the battery, the current going through resistor R2 and the current going through the inductor. B) Now let's open the switch. Find the initial voltage across the inductor immediately after we open the switch. C) Let's suppose it has been 0.020 seconds since we opened the switch. Find the current through the inductor.