If `p=9, v=3`, then find `p` is terms of `v` from the equation `(dp)/(dv)=v+1/v^2`

Find the dimensions of a in the formula (p+a/V^2)(V-b)=RT

Solve the following system of equations: 2(3u-v)=5u v ,\ \ \ \ 2(u+3v)=5u v

Show that, v = A/r + B satisfies the differential equation (d^2v)/(dr^2)+2/r.(dv)/(dr)=0

If V=(1)/(3)Bh , what is h expressed in terms of B and V?

Find out the units and dimensions of the constants a and b in the vander waal.s equation ( P + ( a )/(V ^(2)))(V -b) =RT.

If x=x_(o)+(1)/(2)(v+v_(o))t , what is v in terms of the other variables?

Which of the following graphs correctly represents the variation of beta=-(dV//dP)/V with P for an ideal gas at constant temperature?

Which of the following graphs correctly represents the variation of beta= -((dV)/(dP))//V with P for an ideal gas at constant temperature

Which of the following graphs correctly represents the variation of beta=-(dV//dP)/V with P for an ideal gas at constant temperature?

The velocity v and displacement x of a particle executing simple harmonic motion are related as v (dv)/(dx)= -omega^2 x . At x=0, v=v_0. Find the velocity v when the displacement becomes x.