How long can a Snickers bar power the human brain?

AI Thread Summary
The human brain typically requires about 21.9 watts of power, and a Snickers bar contains 280 calories, equivalent to 1,172,000 joules. Initial calculations suggested that a Snickers bar could power the brain for 53.52 seconds, but this was incorrect due to a misunderstanding of calorie conversion. The correct approach reveals that the energy in a Snickers bar can sustain brain function for a significantly longer duration, especially during demanding tasks like exams. Clarification on the calorie conversion and energy calculations was crucial for arriving at the accurate answer. Understanding these principles is essential for accurately assessing how long a Snickers bar can fuel the brain.
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The human brain consumes about 21.9 W of power under normal conditions, though more power may be required during exams. How long can one Snickers bar (280 cal per bar) power the normally functioning brain?[/B] (Note: The nutritional calorie, 1 Cal, is equivalent to 1000 calories (1000 cal) as defined in physics. In addition, the conversion factor between calories and joules is as follows: 1 Cal = 1000 cal = 1 kcal = 4186 J.)

I keep getting the answer 53.52 seconds after I do the conversion and use the formula P = W/t

However, 53.52 seconds isn't the correct answer (LON CAPA did not accept it), anyone else have any ideas on this one?
 
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You did the problem almost correctly. Read carefully that a food calorie is actually 1000 calories.

Also, think about the 53.52 seconds for a brain to run on a snickers bar; you'd need to eat about 60 of them just to make it through an exam at that rate :) The actual answer makes more sense.
 
You are off by an order of magnitude. How many Joules of energy is stored in that Snickers bar?
 
thanks so much, you guys really helped me out! I knew it didn't make sense, but I couldn't figure out what I was doing wrong.
 
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