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Circuit 1 | Find Voltage, Current, and Power for Each Resistor (Question 1; Part 1)
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Find the voltage, current, and power for each resistor in the circuit below, where R_1=35.3 Ω, R_2=11.4 Ω, R_3=13.8 Ω, R_4=28.3 Ω, and R_5=20.0 Ω.
• Parallel Resistor Equation: (1/R_T =1/R_1 +1/R_2 +…+1/R_n )
• Series Resistor Equation: (R_T=R_1+R_2+…+R_n )
• Ohm's Law: (V=I⋅R)
• Electrical Power: (P=I⋅V)
• Current law: The sum of the currents flowing into any node is equal to the sum of the currents flowing out
Voltage law: In a closed loop, the sum of the voltage that drops across a resistor (R) must be the same as the voltage source applied to that circuit.
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