Question
List I has four entries and List II has four entries. Each entry of List I has a unique match in List II.
List IList II(A)Let f be a real-valued differentiable (P)18function on R such that f′(1)=6and f′(2)=2. Thenlimh→0f(3cosh+4sinh−2)−f(1)f(3eh−5sech+4)−f(2) is equal to(B)If (0.5)log3log1/5(x2−45)>1, then the least (Q)4positive integral value of x is(C)The value of limx→1sin2(x3+x2+x−3)1−cos(x2−4x+3) is(R)5(D)Number of points of non-differentiability of(S)2f(x)=min(|sinx|,|cosx|,14)in (0,π) is
Which of the following is the only CORRECT combination?