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(Solved): Use \( \mathrm{KCL} \) and Ohm's law to determine the current through each of the resistors \( R_{ ...



Use \( \mathrm{KCL} \) and Ohms law to determine the current through each of the resistors \( R_{4}, R_{5} \), and \( R_{6}

Use \( \mathrm{KCL} \) and Ohm's law to determine the current through each of the resistors \( R_{4}, R_{5} \), and \( R_{6} \) in the given figure. Assume \( v_{S}=10 \mathrm{~V}, R_{1}=40 \Omega, R_{2}=80 \Omega, R_{3}=20 \Omega, R_{4}=35 \Omega, R_{5}=35 \Omega \), and \( R_{6}=35 \Omega \). Since the three resistors must have equal currents, \( 135 \Omega \) is \( \mathrm{mA} . \)


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Firstly we need to find the total current which is being provided by the Voltage source. We need to find the equivalent resistance of the network
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