Power in delevering electricity to a factory

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The discussion focuses on calculating power loss in a factory's electrical delivery system, specifically comparing two voltage levels: 45200V and 13900V. To determine power loss, the initial current can be calculated using the formula P=I^2R, where resistance is given as 2.72 Ohms. By substituting voltage into the equations P=VI and P=RI^2, the current can be found for each voltage scenario. The power dissipated in the wires can then be compared to assess how much less power is wasted at the higher voltage. Ultimately, this analysis highlights the importance of voltage levels in minimizing energy loss during electricity transmission.
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A power station delivers 513kW of power to a factory through wires of total resistance of 2.72Ohm. How much less power is wasted if the electricity is delivered at 45200V rather than 13900V?

I have no idea where to even begin except that I should find the intial current which is found by equation P=I^2R

Please help me!
 
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you can also use the fact of p = I^2R = V^2 / R
 
Voltage is equal to: V=IR

So, if the power is equal to P=RI^2, then it's also equal to P=VI

The current being delivered to the circuit comes from the Power and Voltage relationsip.

To find how much power is lost, you have a new problem that uses the result of the first (you had to solve for I). You use the P=RI^2 to find out how much power is dissipated by the wire.

Change the value of the voltage and repeat. Compare the two results.
 
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