Evaluate the integrals
\(\int x^{\dfrac{5}{4}} \mathrm{d}x\)
Now by integratingthe given function we get
\( \dfrac{x^{\dfrac{5}{4}}}{\dfrac{5}{4}+1}+C\)
\( -\dfrac{1}{4}x^{-4}+C\)
On simplifying we get
\( \dfrac{4}{9}x^{\dfrac{9}{4}}+C\)
Evaluate the integrals \( \int sin^3x\;cos^6x\;dx\)
Evaluate the integrals \( \int sin^5x\;cosx\;dx\)
Evaluate the integrals \( \int cos^5xdx\)
Evaluate the integrals \( \int sin^5xdx\)
Evaluate the integrals \( \int sin^4x\;cos^3xdx\)