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Here are some additional algebraic steps for finding the exponential decay rate in Example 5.
So, r = 0.05. Note that in the context of the problem in Example 5, r = 0.05 corresponds to an exponential decay rate of 5% every decade.
Download the spreadsheet to access the data used in Example 5.
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To find out your basal metabolic rate (BMR), try this BMR calculator.
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Begin by finding the rate of exponential decay.
This implies r = 0.02 and that the man's BMR decays by 2% every decade.
By using the formula for exponential decay
and a spreadsheet, you can see that the man's BMR drops to about 1660 calories after 4 decades.
So, he will be about 60 years old.
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Comments (1)
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When posting a comment, you agree to our Terms of Use.Showing 1 commentsGuest 1 decade ago |You should point out that the table on page 178 is only an estimate for a person's Basal Metabolic Rate. Some people keep a high BMR when they are older. Metabolic age is a number that comes from comparing your BMR with the BMR average of your chronological age group. A metabolic age number younger than your chronological age means that you are fitter than the average. An older metabolic age means that you are less fit than the average.0 0