There are two squares whose area ratio is 9:25. When two cubes are made using these squares of the same size as each square, find 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)))