Physics, asked by nigamrotom, 6 hours ago

In a series inductance-resistance (L-R) circiut 'i' is governed by the differential equation
Ldi/dt + Ri= V, where V' is the Voltage in the circuit show that the growth in the circuit is given by I (t) = V/R(1-e*-R/Lt). The initial condition, at t=0, i= 0

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In a series inductance-resistance (L-R) circiut 'i' is governed by the differential equation Ldi/dt + Ri= V, where V' is the Voltage in the circuit show that the growth in the circuit is given by I (t) = V/R(1-e*-R/Lt). The initial condition, at t=0, i= 0​

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In a series inductance-resistance (L-R) circiut 'i' is governed by the differential equation
Ldi/dt + Ri= V, where V' is the Voltage in the circuit show that the growth in the circuit is given by I (t) = V/R(1-e*-R/Lt). The initial condition, at t=0, i= 0