Please use the RAND formula given in the question :)

Problem 3 (40 points) Burlingham Mills produces denim cloth that it sells to jeans manufacturers. It is negotiating a contract with Troy Clothing Company to provide denim cloth on a weekly basis. Burlingham has established its weekly available production capacity for this contract to be between 0 and 600 yards, according to the following probability density distribution: f(x) 0x600 yd. 180000 Troy Clothing's weekly demand for denim cloth varies according to the following probability distribution: Demand (yd.) Probability 0 .03 100 .12 200 20 300 35 400 20 500 .10 1.00 Simulate Troy Clothing's cloth orders for 20 weeks and determine the average weekly capacity and demand. Also determine the probability that Burlingham will have sufficient capacity to meet demand. 0.468343727 0.564024402 0.653409704 0.348623517 0.094987005 0.341320387 0.155333422 0.398937357 0.542459389 0.647292094 0.597704784 0.929957032 0.679323948 0.175963798 0.448958154 0.151495473 0.6668991 0.765697655 0.303823718 0.308737401 (use this 20 Rand() data to generate the production capacity you need) 0.087440447 0.903425581 0.706315973 0.921392459 0.289791314 0.54874502 0.862436306 0.451239895 0.897740086 0.136988559 0.603795877 0.005381095 0.174065605 0.826531051 0.884477588 0.916601031 0.996548042 0.317134221 0.932609416 0.673235065 (use this 20 Rand() data to generate the weekly demand you need)