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- Q1. For the system shown below T(s)= s5+10s4+45s3+90s2+164s+200 = 0 a. Complete the table Number of poles in RHS Number of poles Number of poles in in LHS jw b. Do you have special case in this question or not? c. Decide the stabilityin the figure (UBEI O.7U,R1= 6.41 khonm, in the circuit given ,vcC= 1o. 00 v, R2 = 27. 68 khom, ec =1.06 khom, RE = 3. 1g khom Beta = IC curren t by full canaly sis. when making your 127,00 calculate the the Poin t. tronsaction s, 2 steps will be +akın a fter Cz Re RE VCC Ri 122Characteristic equation of a system is given below. -5s6-2s5-10s4–9s³-2s2-4s - 10=0 .Which of the following statement is correct? O all the coefficients are negative. Hence we can conclude that system is stable. O Necessary condition of RH criteria is not satisfied. Hence system is unstable O Necessary condition of RH criteria is satisfied. Sufficient condition has to be checked with RH table. O all the coefficients are negative. Hence we can conclude that system is unstable.
- Let's Analyze Directions: Solve for the given problem. Show your complete solutions and round off your answers into 3 significant figures. L00 A 20.0 V 6.00 N In the circuit presented in Figure 7, find the: a. the unknown emfs e, and e2. b. Vab- 1.00 A 1.00 1 E 4.00 ! 2.00 A|| 1.00 A E, 2.00 1 Figure 7. Circuit for the problem Source: Young, H. D., & Freedman, R. A. (2004). University Physics with Modem Physics. Pearson Education South Asia PTE LTD.The picture shows three LC circuits, two of them with capacitors of capacitance C and the three with coils of inductance L, the three circuits are coupled by means of two capacitors Cc capacitors.L inductance coils, the three circuits are coupled by means of two capacitors of capacitance Cc. The currentscirculating through each mesh are those indicated in the figure: I1, I2 and I3. Using Kirchhoff's law for voltagesand taking into account the definition of current I = -dQ/dt, find the system of coupled equations for the systemand then find the angular normal frequencies of the system.Do not copy form other answers ...Answer is Vo(t) = 0V ..step by step work please
- In the circuit shown in Figure, V1 = 5 120° Find Z. 20 V1 0.25 0 j1 N -j0.25 N= (1) /0°AThe dioces are ideal. write the Fransfer Characteidie equati ons ( &, as a funchiar g &) Plot &o agaiwet &, imdicaling all intrcepts, slopes and Volt ope lerels. Sketch bo f bq =40 sin wt. Indicate al voltage lezels - %3D 1OK lok lovQUESTION 6 A resistor, a capacitor, and an inductor are connected in series with a mystery component. The resistor has a resistance of 5002, the capacitor has a reactance of 1002, and the inductor has a reactance of 1kQ. The total impedance of the circuit is 500+j1kO. What is the mystery component? O capacitor O there is no mystery material O inductor O resistor
- Initial charge of the capacitor is zero. R1-20 and R2-20. Calculate Vo(t) for t-D0.8s. 4i R1 ww 58(1) V ==1F R2 Remark1: 0nly numeric values must be entered. Do not enter the units. (ex: If you calculate 13.8 V, write 13.8) Remark2: Use maximum one digit after dot. Round the numbers as provided below. (ex: If you calculate 10.83 V, vwrite 10.8, not 11) (ex: if you calculate 15.67 V, write 15.7, not 16) (ex: if you calculate 18.98 V, write 19) Remark3: Don't use comma (ex: Write 50.6, not 50,6)152130 222 Ⓒ520° Fj² 7 Find voltage drop Mutual inductance Majt = + {1.2 V. on 12 resistance Nex (the same for allThe givens are I1 = 0.219A, R1 = 66 ohms, R2 = 38 ohms, C = 0.1 farads. What is Vc across the capacitor at time t = 4.58 seconds?