Q4/ Find the current through each branch of the network of figure +1 Ry ΤΩ R₂ 612 R3 252 12 10 V

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2. Write the nodal equations for the network in Fig.. Using determinants, solve for the nodal voltages. R2 R 4 A 2A 2Ω 20Ω- 50

if omega is R^3 and this is the general domain state the maximum principle for subharmonic functions in omega

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Q1/For the network shown in the figure below, use nodal equations and solve for the nodal voltages. R1 Σ90 R4 2002 R6 w 2002 R3 200 R5 m 2002 R2 40 V1 16V

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What is the value of a sinusoidal voltage at 7 us (micro second) from the positive going zero crossing when Vp = 15V and f = 50KHZ ?

The linkage in Figure 1 has link 3 perpendicular to the X axis and links 2 and 4 are parallel to each other. Find @3, 04, VP, α4, AA, AB, and Ap if ₂ = 15 rad/sec CW and α2 = 100 rad/sec² CW. Use an analytical method. B YA 02 2 04 X Figure 1 L₁ = 4.43 L2 = 2.75 L3 3.26 L4 2.75 AP = 1.63