Write down the logarithmic equations for each of the following: `(1) R= (PV)/T` and `(2) T=2pisqrt(L/G)`

Write the logarithmic equation for E=(1)/(2)mv^(2)

Write the logarithmic equation for E=(1)/(2)mv^(2)

Write down the dimension of Poisson's ratio with respect to M,L and T.

With usual notation, the time period of rotation of a satellite orbiting close to the surface of earth (a) T=2pisqrt(R/g) ,(b)84.6 minutes ,(c) T=2pisqrt(R^3/(GM)) , (d) T=2pisqrt((GM)/R)

Write the indicated terms in each of the following sequences whose nth terms are: t_(n)=n^(2)+1:t_(1),t_(2),t_(3)

Write down the image of the point (g) (6, 1, -4) w.r.t. The origin

Using the dimensional analysis, check whether the following equation is correct or not: T=2pisqrt(R^(3)//GM) .

for the given PV isotherms , which of the following is correct for T_1 ,T_2,T_3 ?