a,b are postive reals such that (1)/(a)+(1)/(b)=(1)/(a+b) if ((a)/(b))^(3)+((b)/(a))^(3)=2sqrt(n) where n is a natural number the value of n is
During electrolysis, cations move towards the postive termial
Which one of the following colloidal solutions is postive sol ?
in a sine wave ,postive of different particles at time t=0 is shown in figure. The equation for this wave if it is travelling along postive x -axis can beB
Let f(x)={{:(xe^(ax)",", x le0),(x+ax^2-x^3",",x gt 0):} where a is postive constant . Find the interval in which f'(X) is increasing.
if tan theta=sqrt((a)/(b)), where a and b are postive real then the value of sin theta sec^(7)theta+cos theta*cos theta*cc^(7)theta is
