Given the following equations, determine p as a function of z for each case (i. e. at p_2 = assume at z = z_1, p = p_1 and at z = z_2, p = p_2. answers without work will receive zero credit.
(a) dp/dz = - gamma where gama is a constant
(b) dp/dz = - gp/rt where g, r and t are constants
(c) dp/dz = - gp/r(a - bz) where g, r and t are constants
(d) dp/dz = - gp/r(a - bz) where g, r, a and b are constants