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Consider the circuit represented in a) where C1=5,23 nF, R1=136,2 KΩ and R2=177,8 KΩ and V1=10,9 .
What is the value of Rth, in KΩ, in figure b) for which circuit b) is equivalent to circuit a)
(give your answer using 3 decimals)
Consider the circuit represented in a) where C1=5,23 nF, R1=136,2 KΩ and R2=177,8 KΩ and V1=10,9 V
What is the value of Vth, in figure b) for which circuit b) is equivalent to circuit a)
(give your answer using 3 decimals)
Use L1=2,4 mH, R1=174,9 KΩ, R2=178,2 KΩ and I1=8,7 mA
Considering that the current source has been switched on for a "long time", what is the value of the current, in mA, flowing through the inductor?
(give your answer using 3 decimals)
Use L1=4,6 mH, R1=136,2 KΩ, R2=177,8 KΩ and I1=7,3 mA
Considering that the current source has been switched on for a "long time", what is the value of the Energy ( in nano Joule) stored in the Inductor ?
(give your answer using 3 decimals)
Use L1=4,6 mH, R1=136,2 KΩ, R2=177,8 KΩ and I1=7,3 mA
Considering that the current source has been switched on for a "long time", what is the value of the current, in mA, flowing through the inductor?
(give your answer using 3 decimals)
Consider where C1=3,05 nF, R1=130,4 KΩ, R2=265,9 KΩ and V1=1,7 V
Considering that the voltage source has been switched on for a "long time", what is the value of the Energy ( in nano Joule) stored in the Capacitor ?
(give your answer using 3 decimals)
Consider where C1=5,25 nF, R1=193,7K Ω, R2=244,4 KΩ and V1=6,2 V
Considering that the voltage source has been switched on for a "long time", what is the value of the voltage at the terminals of the capacitor C1?
(give your answer using 3 decimals)
Consider where C1=5,23 nF, R1=136,2 KΩ, R2=177,8 KΩ and V1=10,9 V
Considering that the voltage source has been switched on for a "long time", what is the value of the Energy ( in nano Joule) stored in the Capacitor ?
(give your answer using 3 decimals)
Consider where C1=5,23 nF, R1=136,2K Ω, R2=177,8 KΩ and V1=10,9 V
Considering that the voltage source has been switched on for a "long time", what is the value of the voltage at the terminals of the capacitor C1?
(give your answer using 3 decimals)
Consider the aggregate of Inductors represented, where L1=4,6 mH, L2=5,8 mH and L3=8,9 mH
Determine the equivalent Inductance in mH, using 3 decimals