∫(x+1)3/2sin−1 (log x)+cos−1 (log x)dx is equal to
2π5(x+1)5/2+C
π5(x+1)5/2+C
does not exist
None of these
∵sin−1 x and cos−1 x are defined for [−1,1]
For x>e,log x>1
⇒sin−1 (log x)+cos−1 (log x) is not defined.