A company produces a commodity. In the production of the product, the growth rate of the cost and income is given by:

K'(x) = 0.03x + 31
I'(x) = -0.01x + 50

Where x is the number of items, and 𝑥 e (0.850) The initial conditions are K (0) = 3000 and I (0) = 0.

a) Plot K (x) and I (x), unit are in kroner.

b) When is the profit largest?

someone can programm this in python and send to me?