I with this electricty problem

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To calculate the current flowing through the circuit in the instructor's office, the power equation (P = IV) can be used, where P is the total power and V is the voltage. With five 40-Watt lights, the total power is 200 Watts. Assuming a voltage of 120V, the current would be approximately 1.67 Amperes (200W/120V). If the lights are connected in series, the current remains the same, but the voltage would be divided among the lights. The discussion highlights the importance of knowing the voltage to accurately determine the current and the implications of series versus parallel connections.
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I need help with this electricty problem:(

Homework Statement


At the end of a long day, your instructor finally sits down to write your final examination, after making a cup of coffee he goes into his office, turns on the five, 40-Watt lights, and starts writing.

How much current is flowing through the circuit in your instructor’ office?


How many electrons are moving from the power company into your instructors’ home in order to continually generate the current in his office circuit?


Homework Equations


I can't find a formula to use to find current with just watts given.



The Attempt at a Solution

 
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Well, should we suppose the voltage is 120V or 230V (or something else)? Then you can figure out the electricity from the power equation for resistors (the tungsten thread in the lightbulb is essentially a resistor).
 


so 40W/230V=.179A?
 


would the .179 be multiplied by 5 because there are 5 lights?
 


Interesting question, what do you think? Say they are hooked up on individual circuits--answer seems obvious. What about if they were hooked up in series like ole fashioned Xmas tree lights?

EDIT: BTW, unless you're in Europe, odds are the voltage is 120 or 110.
 


so it is 5* .173?
 


psilovethomas said:
so it is 5* .173?

sure if you use 230V.
 
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