A company produces shirts and jerseys using two types of machines. Every shirt maderequires 2 hours on machine A and 2 hours on machine B. Every Jersey made requires3hours on machine A and I hour on machine B. In one day the time limit on machine Ais 24hours but that on machine B is 12hrs. The number of Jerseys produced must not bemore than the shirts produced in one day. The company makes a profit of shs.200 on eachshirt and shs.200 on each Jersey. The company produces x shirts and y jerseys per day Write down four inequalities which must be satisfied by x and y and represent theseinequalities on a grid Find the values of x and y which will give the company maximum daily profit andalso state the maximum profit