How do you find the resistance of a coil

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To find the resistance of a coil used as an immersion heater, one must consider the relationship between voltage, energy, and time. The electric work done by the current through the coil is converted to heat, which then warms the water. The formula R = V/I is relevant, but I must be determined based on the energy required to heat the water, factoring in the specific heat capacity and the mass of the water. The energy needed can be calculated using the formula Q = mcT, where m is the mass derived from volume and density. Understanding these relationships allows for the determination of the coil's resistance effectively.
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A coil is to be used as an immersion heater for boiling water. The coil is to operate at a voltage of V and is to heat an amount of water with a volume of v by T degrees C in a time interval of t seconds.
Use 4190 for the specific heat capacity of water and 1000 for the density of water. How do you find the resistance of a coil that is temperature independent? (Given voltage, volume, and time)
 
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We'll help, but only after you show how you attempted the problem. That is stated in those guidelines that you agreed to, but evidently did not read.
 
R=V/I, but I is not given, so does "I" have something to do with time?
 
Think in energy terms. Where it comes from and where it is going.
 
The voltage=Energy/Length
 
How else the energy relate?
 
Sorry, I missed your responses. If you are still interested: The electric work done by the current flowing through the coil is converted by it to heat, that is what a resistor or coil does, it converts electric energy to heat - very useful for making coffee or having a bath. This heat energy is then transferred to the water, which heats the water up. The potential difference over an electric component tells us how much electric work is done in the component for each coulomb of electric charge that flows through it.
 
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