A small business manufactures three kinds of toy bears - pappa, mamma, and baby. Each and every pappa bear needs 1 hour of cutting, 2 hours of sewing and 1 hour of packaging, while the mamma bear needs 1 hour of cutting, 1 hour of sewing, and 1 hour of packaging, and baby bear needs 1 hour of cutting, 1 hour of sewing, and 2 hours of packaging. the cutting, sewing, and packaging departments have 280, 360, and 290 work hours for each week available. How many of each kind bear must be produced to have the company operate at full capacity?
A. Set up the problem in organized chart.
B. Illustrate all of the variables.
C. Set up systems of equations
D. Compute the solution for the problem