53MCQ4 marksLet S={t∈R:f(x)=∣x−π∣⋅(e∣x∣−1)sin∣x∣ is not differentiable at t}S = \{t \in \mathbf{R} : f(x) = |x - \pi| \cdot (e^{|x|} - 1) \sin |x| \text{ is not differentiable at } t \}S={t∈R:f(x)=∣x−π∣⋅(e∣x∣−1)sin∣x∣ is not differentiable at t} . Then the set S is equal to:A.{π}\{\pi\}{π}B.{0,π}\{0, \pi\}{0,π}C.ϕ\phiϕ (an empty set)CorrectD.{0}\{0\}{0}Log in to generate solution