3. Find V(t) for t> 0. w 40ΚΩ 12V +1 w 20ΚΩ t=0 50µF Vo(t)
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- Q2/Find (1101100)2 + (1100111)Ex-3 - (1011011)Gray= ( )Gray O 1010010 O 1100101 O None of them O 1111111 O 1000010 101100011For the circuit shown in Figure Vcc Vcc= 9V, Rc= 1-8 ksr Rc B- 100, 39ksz 22ks2 RF2 C3 REI C2 wwwThe question is as follows: There are two equations: IL(t) = e-0.599t [0.678 sin (1.3227 ?) + cos (1.3227 ?)] ILnew(t) = -0.774e-5.277t + 1.0744e-0.379t Orange Curve is ILnew Blue curve is IL 2-D) Which equation shows better performance in reaching within 5% of the maximum value? Explain clearly
- Determine the values of v1, 12, 13, 14, 15, and i6. + U1 V] = V2 = i= V= VS = 16 = a d 5kΩ Σ7.5 Ω Jig C + 2 ΚΩ Μ U5 5 ΚΩ 10 ΚΩ U2 Μ 5 ΚΩ Μ 6 ΚΩ 20 ΚΩ 10 ΚΩ ίσ Μ V4 + 15 V 1 ΚΩ 5 ΚΩ b dVth, Zth and In are needed for Vth the answer is 3.47 Angle 123 but it not sure so pls answer the way you like! Please use three decimal places, thank you!And:6
- Find RTplease do b,c, d thank you.Determine the value of 'w' in the figure such that the peak value of i(t) is 0.25 A. Use the VR2 + X², identities z = and - jxe - if needed. jwe (1) 100 ww v(t) = 25 cos wt V *0.002 F 6.67 5.02 10.2 None of the answers A Moving to another question will save this response. MacBook Pro 20 47 725 F2 F3 F4 #3 & 2$ 48 % 50 67 AL