There are two cubes of different sizes. If the ratio of the area of one side of the two cubes is 9:25, how many times the volume of the larger cube is the volume of the smaller cube?
25 1/2 [OP_POW] 3 [OP_POW] 9 1/2 [OP_POW] 3 [OP_POW] [OP_DIV]
var_a = 25
var_b = 0.5
var_c = var_a ** var_b
var_d = 3
var_e = var_c ** var_d
var_f = 9
var_g = 0.5
var_h = var_f ** var_g
var_i = 3
var_j = var_h ** var_i
var_k = var_e / var_j
print('{:.2f}'.format(round(var_k+1e-10,2)))