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1|]. Computational. A drone companyr has two factories that each produce 3 models: a lightweight toy, a midweight model with a camera mount, and a heavyduty model for professional applications. Each day [with 12 hours of production}, factory A produces 3U lightweight, 4i} mid-size, and 2D heavy-duty drones each month, while factory E produces ll light-weight, 2U midsize and El] heavyduty drones. {a} If the companyr has a monthly demand for 15ml lightweight toys, l midweight models, and 1mm heavydutyr models, how many days must each factory he oper ational to best satisfy the demand. Use the leastsquares sense of \"best", and use MATLAEI to evaluate the relevant matrix expressions. {b} What is the actual demand that can be satised with this production schedule? {c} If there are resources available to modify the production schedule of one factory, propose a change that might better satisfy the demand; the total number of mts produced by each factory in a day must remain constant. {d} Test your proposal in {c}, again using MATLAEI