@project_flip@Smulips We have a function of tulips and bees such that -
f(1 t, 1 b) = 2t
f(1 t, 2 b) = 3t
f(2 t, 2 b) = 6t
Assume f(t, b) = [N(t) x N (b) + N(t)] [Here N(t) represents number of tulips], then all 3 equations are satisfied.
For the 4th equation,we have f(4t, 3b)=(4x3+4)t= 16t
i.e [16๐ท