- #1
ReidMerrill
- 66
- 2
Homework Statement
Find the current through and power dissipated by each resistor
Homework Equations
V=I/R
ΣIin=∑Iout
The Attempt at a Solution
Did I set up the loop laws correctly and where do I go from here?
Every loop must complete a circuit (be a closed path) and some components will be shared by more than one loop; that's expected. You must include a term for every component in the "KVL walk" that you take around given loop in order for KVL to hold.ReidMerrill said:Since the 10Ω resistor is already in the first loop do I even need to include it in the second?
A 3 battery resistor circuit is an electrical circuit that is powered by 3 batteries connected in series. It also contains resistors, which are components that limit the flow of current in a circuit.
In a 3 battery resistor circuit, the batteries provide the energy to power the circuit, while the resistors limit the flow of current. The resistors also help to control the voltage and prevent damage to the circuit. The circuit is completed when the current flows from the positive terminal of the first battery, through the resistors, and back to the negative terminal of the third battery.
One advantage of using a 3 battery resistor circuit is that it allows for a higher voltage output compared to a single battery circuit. This can be useful for powering devices that require higher voltages. Additionally, the resistors help to protect the circuit from damage by limiting the flow of current.
A limitation of a 3 battery resistor circuit is that it can be more complex and expensive to set up compared to a single battery circuit. Additionally, the use of multiple batteries can lead to a shorter overall lifespan of the circuit.
The total resistance in a 3 battery resistor circuit can be calculated by adding the resistances of each individual resistor in series. This can be done using the formula: Rt = R1 + R2 + R3, where Rt is the total resistance and R1, R2, and R3 are the resistances of each individual resistor.