Maxima and MinimaHard
Question
If f′(c) = f′(c) = ..... = fn-1(c) = 0, fn(c) ≠ 0 and n is even, then-
Options
A.f(c) is neither a maximum nor a minimum values of f(x)
B.f(c) is a maximum value of f(x) if fn(c) < 0
C.f(c) is minimum value of f(x) if fn(c) < 0
D.f(c) is a maximum value of f(x) is fn(c) > 0
More Maxima and Minima Questions
The maximum value of 5 sin θ + 3 sin (θ + π/3) + 3 is -...The first and second order derivatives of a function ƒ(x) exist at all points in (a,b) with ƒ′(c) = 0, w...The maximum value of (1/x)x is-...In a regular triangular prism the distance from the centre of one base to one of the vertices of the other base is l. Th...Which of the following function has a maximum at origin ?...