5 once again
Calculus
Level
5
\[ \displaystyle\int_{0}^{\infty} \sin{x^{5}} \text{d}x = \dfrac{1}{a} (\sqrt{ {b}}-1) \quad \Gamma (\dfrac{1}{c}) \]
\(a,b,c\) are positive integers, submit \(abc\)
\(\text{Details And Assumptions}\)
1.)\(\Gamma\) is the Gamma Function
2.)Hint:- Use \(e^{ix}= \cos{x} + i\sin{x} \)
by
Upanshu Gupta