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3) In the next figure the initial currents in inductors $L_1$ and $L_2$ have been established by sources not shown. The switch is opened at $t=0s$. Find: a) $i_1(t)=$ b) $v(t)=$ c) $i_3(t)=$ d) $i_2(t)=$ e) $i_3(t)=$ f) The total power dissipated in $30 \Omega$ resistor. $P_{30 \Omega}=$ g) The total energy dissipated in $30 \Omega$ resistor. $W_{30 \Omega}=$ (6p) (6p) (6p) (6p) (6p) (5p) (5p) 10 A $L_1$ (12 H) $L_2$ (6 H) $15 \Omega$ $15 \Omega$ $30 \Omega$ $20 \Omega$ transfer to the

          3) In the next figure the initial currents in inductors $L_1$ and $L_2$ have been established by sources not shown. The switch is opened at $t=0s$. Find:
a) $i_1(t)=$
b) $v(t)=$
c) $i_3(t)=$
d) $i_2(t)=$
e) $i_3(t)=$
f) The total power dissipated in $30 \Omega$ resistor. $P_{30 \Omega}=$
g) The total energy dissipated in $30 \Omega$ resistor. $W_{30 \Omega}=$
(6p)
(6p)
(6p)
(6p)
(6p)
(5p)
(5p)
10 A
$L_1$
(12 H)
$L_2$
(6 H)
$15 \Omega$
$15 \Omega$
$30 \Omega$
$20 \Omega$
transfer to the

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3 in the next figure the initial currents in inductors l1 and l2 have been established by sources not shown the switch is opened at t0s find a i1t b vt c i3t d i2t e i3t f the total po 34435

Added by Norma R.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Km Neeraj

03/15/2022

Step 1

We need to find various currents and voltages as functions of time, as well as power and energy dissipated in a specific resistor. First, let's analyze the circuit at $t=0^-$ (just before the switch opens) to find the initial conditions for the inductors. At Show more…

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3) In the next figure the initial currents in inductors $L_1$ and $L_2$ have been established by sources not shown. The switch is opened at $t=0s$. Find: a) $i_1(t)=$ b) $v(t)=$ c) $i_3(t)=$ d) $i_2(t)=$ e) $i_3(t)=$ f) The total power dissipated in $30 \Omega$ resistor. $P_{30 \Omega}=$ g) The total energy dissipated in $30 \Omega$ resistor. $W_{30 \Omega}=$ (6p) (6p) (6p) (6p) (6p) (5p) (5p) 10 A $L_1$ (12 H) $L_2$ (6 H) $15 \Omega$ $15 \Omega$ $30 \Omega$ $20 \Omega$ transfer to the

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