find-ddss45u34-du-fracdds-ints45-sqrtu3-4-du

Question

Find dds∫s45u3+4 du \frac{d}{ds} \int_{$$s^4$$}^{5} \sqrt{$$u^3 + 4$$} \, du .

Accepted Answer

−$$4s3s12+4-4s^3$$\sqrt{$$s^{12} + 4$$}

Answer

$$4s3s12+44s^3$$\sqrt{$$s^{12} + 4$$}

Answer

−s12+4-\sqrt{$$s^{12} + 4$$}

Answer

s12+4\sqrt{$$s^{12} + 4$$}

Find dds∫s45u3+4du \(\frac{d}{ds}\) \(\int\)_{s^4}^{5} \(\sqrt{u^3 + 4}\) \, du .