A company manufactures two types of sweaters, type A and B. It costs ₹ 350 to make one unit of type A and ₹ 120 to make a unit of type B. The company can make at most 300 sweaters and can spend ₹ 72,000 a day. The number of sweaters of type A cannot exceed the number of type B by more than 100. The company makes a profit of ₹ 200 on each unit of type A. The company charging a nominal profit of ₹ 20 on a unit of type B. Using LPP, solve for max. profit.
