Maxima and MinimaHard
Question
A minimum value of
dt is-
Options
A.1
B.2
C.0
D.3
Solution
f(x) =
dt
f′(x) = xe-x2 = 0
x = 0
f″(x) = e-x2 (1 - 2x2)
f″ (0) = 1 > 0
Minimum value = f(0) = 0
f′(x) = xe-x2 = 0
x = 0
f″(x) = e-x2 (1 - 2x2)
f″ (0) = 1 > 0
Minimum value = f(0) = 0
Create a free account to view solution
View Solution FreeMore Maxima and Minima Questions
If x be real then the minimum value of f(x) = 3x+1 + 3-(x+1) is-...The maximum value of 5 cos θ + 3 cos + 3 is -...f(c) is a maximum value of f(x) when at x = c -...If for a function f(x), f′(a) = 0 = f″(a) = ...... = fn-1(a) but fn(a) ≠ 0, then at x = a, f(x) is max...If (x - a)2m (x - b)2n +1, where m and n are positive integers and a > b, is the derivative of a function f, then-...