`g(x) = lnx/x` is monotonic or non monotonic or possesses etremum point or critical point or infletion point

Theory OF Monotonicity || Local Extremum Points

Theory OF Monotonicity and Local Extremum Points

For the function f(x)=4x^(3)+3x^(2)-6x+1 find the intervals of monotonicity, local extrema, intervals of concavity and points of inflection.

Function f(x) = log sin x is monotonic increasing when

f(x)=4tanx-tan^2x+tan^3x ,x!=npi+pi/2, (a)is monotonically increasing (b)is monotonically decreasing (c)has a point of maxima (d)has a point of minima

f(x)=4tanx-tan^2x+tan^3x ,x!=npi+pi/2, (a)is monotonically increasing (b)is monotonically decreasing (c)has a point of maxima (d)has a point of minima

f(x)=4tanx-tan^2x+tan^3x ,x!=npi+pi/2, (a)is monotonically increasing (b)is monotonically decreasing (c)has a point of maxima (d)has a point of minima