V2/2 u (d) Using the identity V2 – (V2 sin 0)2 = V2cos 0 when cos 0 > 0, evaluate I1. (e) Using the identity arctan( v22isine) = (1 - 0), evaluate 12. 2 du du 2 - 42 +02 0 2 du du 2 - 42 +02
R i(t) i2() 1100) L2 In the above circuit, 11-10mH, L2-5 mH, R = 2kQ, and v(t) = 61(t) V, where (10 pts) A. DERIVE an expression for i1 (t) in terms of L1, L2 and i(t). SHOW YOUR WORK. {1, t > 0 u(t) = t0, t < 0. 0, t<0
Problem 6.4-26 93 kOhm 45 kOhm >20 kOhm The values of the node voltages V1, V2 and Vo, are V1 = 8 V, V2 = 0.8 V and v. = -2.8 V. Determine the values of the resistances R1, R2 and R3: R2 = K2, R2 = C k 2 and R3 = kl. Click if you would like to Show Work for this question: Open Show Work
8. Consider ar? +5 I <3 f(0) = 12.c +b > 3 Determine a and b such that f is continuous and differentiable at x = 3. )={
Question 4 Find i(t) for t >0 for the circuit below. 4Ω 12 V 5 H 3 A
(1 point) In the circuit below, v1 = 18 V and i1 = 1.5 A. Use mesh analysis to find V, and is 300 3160 VV 20 400 > 500 100 V = 1.30625 -2.67755 A
Please Show Work, Thank you! You are given the following circuit with: -40 V, Ri = 4 ?, R2 = 10?, R3 = 10 ?, and R,-52 10) Calculate the total equivalent resistance of the circuit. a) 6? b) 8? c) 10 ? d) 12? e) 14? 11) Compare the magnitude of the voltage drops across each resistor 12) Compare the magnitudes of the currents through each resistor a) >4> 12 b) II>I> I4 e) I>I-4> I2 e) 11 >...
Find i (Assume vs = 18 V.) + OVO Us I + + 2 V >5 kΩ
11. Find the values of all trig ratios given csct = 3 and cost<0. 12. Determine if f(x)= xsin(x) is an even or odd function. All algebra steps must be followed and justifications for making decisions.
the answer please, the work is optional. Question 11 2 pts If you know f' (-3) = 0, f' (0) = 0, f' (2) = 0, f' (c) < 0 for (-0, -3) U (0, 2), and f' (x) > 0) for (-3,0) U (2, 0), identify the critical values of f (x). HTML Editore Question 12 2 pts If you know f' (-3) = 0, f' (0) = 0, f' (2) = 0, f' (x) < 0 for (-0,...