Mathematics, 17.10.2019 10:30 AkramMasoud
Find the absolute extrema of the function. f(x) = xe^(-x^2) on [0 2]
Answers: 1
whenever 
, which happens when 
. Only the positive root falls in the interval ![[0,2]](/tpl/images/0328/0853/29791.png)
. At this point, you have 
(concave downward). This indicates a maximum at 
.
and 
, so the maximum above must be absolute, and the absolute minimum occurs at the origin.Another question on Mathematics
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Find the absolute extrema of the function. f(x) = xe^(-x^2) on [0 2]...
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