Question

In the relation p= a/b .l to the power -(az/theta)
where
P= pressure, z= distance
theta= temp.
find dimensional formula of P.​

Answer 1

Explanation:

L]^2

Remark, Dimension of pressure

  [M][L]^(-1)[T]^(-1)

Step-by-step explanation: Dear Student,

Given that,

     

Assume, theta = c

                k = nr

Where,

    p is pressure

    x is distance

    c is theta means temperature.

    k is Boltzman constant

Dimensions of

   

          c = [k]

      = Dimension of alphax

  Dimension of x = [L]

Dimension of alpha =[M][L]^2[T]^(-2)

DIMENSION OF ALPHA/BETA = DIMENSION OF P

Dimension of Beta = [L]^2

Answer 2

Answer:

MTb/a

Explanation:

MLT^-1\L=a/b fidohb I dispatch add si f at if of pg is fri sat DG sh sh so dj dj dj