MonotonicityHard
Question
The function y =
increases in the interval-
Options
A.(-∞, 0)
B.(e, ∞)
C.(0, ∞)
D.(-∞, e)
Solution
f(x) = 
f′(x) =
for f(x) to be increasing, so f′(x) > 0
⇒
> 0
⇒ log x > 1
⇒ x > e
⇒ x ∈ (e, ∞)
f′(x) =
for f(x) to be increasing, so f′(x) > 0
⇒
⇒ log x > 1
⇒ x > e
⇒ x ∈ (e, ∞)
Create a free account to view solution
View Solution FreeMore Monotonicity Questions
If a < 0 then function (eax + e−ax) is monotonic decreasing when...When x > 0, f(x) = | x | /x is-...If f and g are two decreasing functions such that fog is defined then fog is...Number of solution of the equation 3tan x + x3= 2 in is...The values of p for which the function f(x) = x5 - 3x + ln 5 decreases for all real x is...