Question

FIGURE P2.11 2.12 If the power absorbed by the 6k $\Omega$ resistor in the network in Figure P2.12 is 96 mW, find $V_s$. 2k $\Omega$ $V_s$ 4k $\Omega$ 6k $\Omega$ +

          FIGURE P2.11
2.12 If the power absorbed by the 6k $\Omega$ resistor in the network in Figure P2.12 is 96 mW, find $V_s$.
2k $\Omega$
$V_s$
4k $\Omega$
6k $\Omega$
+

FIGURE P2.11
2.12 If the power absorbed by the 6k Ω resistor in the network in Figure P2.12 is 96 mW, find Vs.
2k Ω
Vs
4k Ω
6k Ω
+

Added by Pam B.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Sri K

08/22/2023

Step 1

We can use Ohm's Law to calculate this. Ohm's Law states that V = I * R, where V is the voltage, I is the current, and R is the resistance. Rearranging the formula, we have I = V / R. Show more…

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Texts: FIGURE P2.11 2.12 If the power absorbed by the 6kΩ resistor in the network in Figure P2.12 is 96 mW, find V_(S). FIGURE P2.11 2.12 If the power absorbed by the 6kΩ resistor in the network in Figure P2.12 is 96 mW, find V_s. 4k Ω Q2 2k Ω Q2 6k Ω Q2 V