facilty layout class

Consider the layout of 32 storage bays and one 1/0 point located at the center of the bottom line as shown in the following figure. Suppose that four products are to be stored using dedicated storage. The storage bays are 15ft15ft. The products (A, B, C, and D) have the following storage and throughput requirements. (1) (20 points) Determine the dedicated storage layout for the A,B,C, and D that will minimize the distance traveled in storing/retrieving unit loads of product, based on single command cycles and rectilinear travel. (2) (20 points) Determine the bound on space required for randomized storage (by deleting the minimum number of bays) to yield an expected distance traveled no greater than that using dedicated storage. (3) (20 points) Determine the best way to form two classes for class-based dedicated storage. Consider the layout of 32 storage bays and one 1/0 point located at the center of the bottom line as shown in the following figure. Suppose that four products are to be stored using dedicated storage. The storage bays are 15ft15ft. The products (A, B, C, and D) have the following storage and throughput requirements. (1) (20 points) Determine the dedicated storage layout for the A,B,C, and D that will minimize the distance traveled in storing/retrieving unit loads of product, based on single command cycles and rectilinear travel. (2) (20 points) Determine the bound on space required for randomized storage (by deleting the minimum number of bays) to yield an expected distance traveled no greater than that using dedicated storage. (3) (20 points) Determine the best way to form two classes for class-based dedicated storage