tisfies the The values of the parameter a' for which the point of minimum of the function fx)-1 +ax-xsatisfies th

The values of parameter a for which the point of minimum of the function f(x)=1+a^(2)x-x^(3) satisfies the inequality (x^(2)+x+2)/(x^(2)+5x+6)lt0 are

Find all the values of the parameter'a' for which the function; f(x)=8ax-a sin 6x-7x-sin 5x increases & has no critical points for all x in R .

The value of the parameter alpha for which the function f(x)=1+alphax,alphane0 , is the inverse of itself is :

Let S be the set of all possible values of parameter 'a' for which the points of intersection of the parabolas y^(2)=3axandy=1/2(x^(2)+ax+5) are concyclic. Then S contains the interval(s)

Find all the values of the parameter'a' for which the function; f(x)=8ax-a sin6x-7x-sin5x increases & has no critical points for all x in R

The set of parameter 'a' for which the functions f:R to R"defined by"f(x)=ax+sin x is bijective, is