Hello everyone,
I have something in mind for the following lab question but I don't think that it's the best method. Could anyone please guide me towards a better method, if it exists?
Thank you.
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1. Design an experiment to determine the cooling rate of a copper penny after it has been removed from a Bunsen burner flame, but before it has been put into the water. Provide a point form procedure.
Recall that in this experiment, you will determine the temperature of a Bunsen burner flame using the principle of heat transfer.
You will heat a small piece of metal—a copper penny—in a Bunsen burner flame. Once the penny is at thermal equilibrium with the flame, you will quickly transfer the hot penny to an insulated container—called a (coffee cup) calorimeter—containing water. The copper will soon reach thermal equilibrium with the water.
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I am unsure if my proposition is the best method, but I am thinking of simply recording the temperature of the copper penny at a regular interval (every 30 s?) and then graphing the results. The slope of the equation of the line of best fit could then be interpreted as the cooling rate.