Find the exact length of the curve x = e^y + 1/4e^(-y)
Автор: Jonathan Walters
Загружено: 2024-01-18
Просмотров: 865
Here we do an example of the arc length of a sideways curve.
The function is x = e^y + 1/4e^(-y) for y in [0,1].
The keys to this particular example are realizing there is a perfect square under the radical once we do the differentiation and add 1 to (x')^2.
Thanks for watching!
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