On monotone function (derivative) Well, If a function is known to be an increasing function, is its derivative greater than or equal to 0 or greater than 0? Given that the function is a decreasing function, then its derivative is less than or equal to 0 or less than 0? Is the derivative of a function greater than 0 an increasing function? Is derivative less than 0 a decreasing function? Is the derivative of a function greater than or equal to 0 an increasing function? Is derivative less than or equal to 0 a decreasing function?

On monotone function (derivative) Well, If a function is known to be an increasing function, is its derivative greater than or equal to 0 or greater than 0? Given that the function is a decreasing function, then its derivative is less than or equal to 0 or less than 0? Is the derivative of a function greater than 0 an increasing function? Is derivative less than 0 a decreasing function? Is the derivative of a function greater than or equal to 0 an increasing function? Is derivative less than or equal to 0 a decreasing function?

Given that the function is an increasing function, then its derivative is greater than or equal to 0
Given that the function is a decreasing function, then its derivative is less than or equal to 0
The derivative of a function greater than 0 is an increasing function
A function whose derivative is less than 0 is a decreasing function
The derivative of a function greater than or equal to 0 is not necessarily an increasing function
If the derivative of a function is less than or equal to 0, it may not be a decreasing function, or it may be a straight line. In this case, f '(x) = 0