Letf(x)=min{1,1+xsinx},0≤x≤2π. If m is the number of points, where f is not differentiable and n is the number of points, where f is not continuous, then the ordered pair (m,n) is equal to
a. (1,0)
b. (1,1)
c. (2,1)
d. (2,0)