Increasing and Decreasing Functions

Increasing Decreasing Function || Basic Definition || Critical and Stationary Point || Point OF Inflection || Questions Based on Maxima and Minima

Increasing decreasing function Problems | Local Maxima and Minima Problems

Increasing decreasing function | Local Maxima and Minima | Point of Inflexion

Increasing decreasing function Problems | Local Maxima and Minima Problems | Absolute maxima minima

Let f(x) = (x)/(sqrt(a^(2) + x^(2)))- (d-x)/(sqrt(b^(2) + (d-x)^(2))), x in R , where a, b and d are non-zero real constants. Then, (A) f is an increasing function of x (B) f' is not a continuous function of x (C) f is a decreasing function of x (D) f is neither increasing nor decreasing function of x

What is increasing or decreasing function

If y = f(x) be a monotonically increasing or decreasing function of x and M is the median of variable x, then the median of y is

Statement 1 The equation a^(x)+b^(x)+c^(x)-d^(x)=0 has only real root, if agtbgtcgtd . Statement 2 If f(x) is either strictly increasing or decreasing function, then f(x)=0 has only real root.

Find the interval of increasing and decreasing of the function f(x) =(log x)/(x)