A distributor packages and sells two types of products, A and B. The respective sales prices for the products are $10 and $5. The distributor has enough storage capacity for 5000 total products. The cost of storing the goods is $1 each. Packaging for product A requires 2 hours and for product B requires 5 hours. The packaging budget allows for only 1000 hours of labor for packaging. This linear program can be formulated as ... Maximize 10A+5B, such that, A+B= 0 , and B>=0 Maximize 9A+4B, such that, A>=0,B>=0,A+B=0,B>=0,A+B