What is the unit of K in the relation U=...

What is the unit of K in the relation `U=(Ky)/(y^(2)+a^(2))` where U represents the potential energy,y represents the displacement and a represents the maximum displacement i.e amplitude.

Similar Questions

Explore conceptually related problems

Write the dimensions of a xx b in the relation E = ( b - x^(2))/( at) , where E is the energy , x is the displacement , and t is the time.

If the equation (kx+y)^(2)=k(x^(2)+y^(2)) represents a pair of perpendicular lines, then k=

If 'E' represents total mechanical energy of a system while 'U' represents the potential energy, then E-U is

What is represented by area under the force displacement curve?

What does the differential equation y(dy)/(dx) +x =k ( where k is a constant) represents ?

If the equation K(x^(2)+y^(2))=(3x-y)^(2) represents a pair of coincident lines, then k=

What does the equation y"" (dy)/(dx) + x = k (where k is a constant ) represents ?