Stockton Furniture Company produces inexpensive tables and chairs. The assembly process for each is similar in that both require a certain amount of carpentry and painting. Each table takes 5 hours of carpentry and 3 hours of painting. Each chair must go through 2 hours of carpentry and 2 hours of painting. During the next production period, 300 hours of carpentry time are available, and up to 200 hours of painting time may be used. Each table sold yields a profit of $20. Each chair assembled may be sold for a $10 profit. Stockton would like to determine the best possible combination of tables and chairs to yields the highest profit. If we denote the number of tables and chairs to be produced by X, and X,, what would be the constraint for painting time? 20X1 + 10X2 5 200 300X1 + 200X2 5 200 0 5X1+2X25 300 O 3X1+2X25200