- #1
Jeremy
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My class, teacher included, cannot seem to figure out the integral of the square root of tan x. Maybe someone here can help?
thanks,
jeremy
thanks,
jeremy
As helpful as usual...dextercioby said:It's much more interesting to consider
[itex] \int \sqrt{\sin x} \ dx [/itex]
Daniel.
What's interesting about the integral:dextercioby said:It's much more interesting to consider
[itex] \int \sqrt{\sin x} \ dx [/itex]
Daniel.
arildo said:[tex]\int\frac{2u^{2}du}{\sqrt{1-u^{4}}}[/tex]
dx said:while were on the topic of integrating expressions that contain square roots of trigonometric functions, I was having a hard time a while ago evaluating this
[tex]\int{\frac{1}{\sqrt{sin x}}dx[/tex]
Not really. Oh, I forgot, I'm not in CalcI.Orion1 said:
Any Calculus I students interested in integrating this equation?
[tex]\int \frac{dx}{\sqrt{\tan x}}[/tex]
Orion1 said:
Data, why is that 'not an equation', please elaborate and clarify your statement.
Orion1 said:
I understand, I posted a short-hand integrand expression and called it an equation.
Then what are your equations for this specific integrand expression?
"Data Denominator Theorem" ?! Did you invent that? It makes no sense to me at all.Orion1 said:
I understand, a CalcI student should use the Data Denominator Theorem.
Data Denominator Theorem:
[tex]\int \frac{1}{u(x)}} dx = F(x) + C[/tex]
Of course he did.TD said:"Data Denominator Theorem" ?! Did you invent that? It makes no sense to me at all.
Jeremy said:My class, teacher included, cannot seem to figure out the integral of the square root of tan x. Maybe someone here can help?
thanks,
jeremy