The number of critical point of f(x)=`|x-1|/(x^2)`

The number of critical points of f(x)=(|x-1|)/X^2 is

The number of critical points of f(x)=(|x-1|-1)/(x^2) is

The number of critical points of f(x)=|x|(x-1)(x-2)(x-3) is

The number of critical points of f(x)=|(x^(2)-2)/(x^(2)-1)| in it's domain is

Find the number of critical points of f(x)=frac[abs(x-1)][x^2]

The number of critical points of f (x)= (int _(0) ^(x) (cos ^(2) t- ""^(3) sqrtt)dt)+3/4 x ^(4//3)-(x+1)/(2) in (0, 6pi] is:

The number of critical points of f (x)= (int _(0) ^(x) (cos ^(2) t- ""^(3) sqrtt)dt)+3/4 x ^(4//3)-(x+1)/(2) in (0, 6pi] is:

The number of critical points of f(x)=max{sinx,cosx},AAx in(-2pi,2pi), is

The number of critical points of f(x)=max{sinx,cosx},AAx in(-2pi,2pi), is