- #1
mateomy
- 307
- 0
[tex]
\frac{d^2}{dx^2}\,\int_{0}^{x}\Bigg(\int_{1}^{sint}\,\sqrt{1+u^4}\,du\Bigg)\,dt
[/tex]
When solving something like this is it appropriate to look at it (for sake of ease), as just replacing [itex]u^4[/itex] with [itex]\sin{t}[/itex] then multiplying the original expression by the derivative of [itex]\sin{t}[/itex]?
\frac{d^2}{dx^2}\,\int_{0}^{x}\Bigg(\int_{1}^{sint}\,\sqrt{1+u^4}\,du\Bigg)\,dt
[/tex]
When solving something like this is it appropriate to look at it (for sake of ease), as just replacing [itex]u^4[/itex] with [itex]\sin{t}[/itex] then multiplying the original expression by the derivative of [itex]\sin{t}[/itex]?
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