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A circuit consists of a 9.0 mH inductor coil, a 150 2 resistor, a 10.0 V ideal battery, and an open switch-all connected in series. The switch closes at time t = 0. What is the initial rate of change of the current dt just after the switch closes? A/s dI dt

A circuit consists of a 9.0 mH inductor coil, a 150 2 resistor, a 10.0 V ideal battery, and an open switch-all connected in series. The switch closes at time t = 0. What is the initial rate of change of the current dt just after the switch closes? A/s dI dt

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Please help me with all 4 parts. thanks.
 
A circuit consists of a 9.0 mH9.0 mH inductor coil, a 150 Ω150 Ω resistor, a 10.0 V10.0 V ideal battery, and an open switch—all connected in series. The switch closes at time ?=0.t=0.
What is the initial rate of change of the current ????||||?=0dIdt|t=0 just after the switch closes?
????||||?=0=dIdt|t=0=
 
A/sA/s
What is the steady‑state value of the current ?fIf a long time after the switch is closed?
?f=If=
 
AA
At what time ?95%t95% does the current in the circuit reach 95%95% of its steady‑state value?
?95%=t95%=
 
ss
What is the rate of change of the current ????||||?=?f/2dIdt|I=If/2 when the current in the circuit is equal to 1212 its steady‑state value?
????||||?=?f/2=dIdt|I=If/2=
 
A circuit consists of a 9.0 mH inductor coil, a 150 2 resistor, a 10.0 V ideal battery, and an open switch-all connected in series. The switch closes at time t = 0. What is the initial rate of change of the current dt just after the switch closes? dI A/s dt =0 What is the steady-state value of the current Iç a long time after the switch is closed? If = A At what time t95%, does the current in the circuit reach 95% of its steady-state value? 195% = S
Transcribed Image Text:A circuit consists of a 9.0 mH inductor coil, a 150 2 resistor, a 10.0 V ideal battery, and an open switch-all connected in series. The switch closes at time t = 0. What is the initial rate of change of the current dt just after the switch closes? dI A/s dt =0 What is the steady-state value of the current Iç a long time after the switch is closed? If = A At what time t95%, does the current in the circuit reach 95% of its steady-state value? 195% = S
dI when the current in the circuit is equal to - its steady-state value? What is the rate of change of the current dt \1=I42 A/s dI dt \1=I2
Transcribed Image Text:dI when the current in the circuit is equal to - its steady-state value? What is the rate of change of the current dt \1=I42 A/s dI dt \1=I2
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