I DO NOT NEED THE LINEAR PROGRAMMING MODEL - ONLY THE REVISED CONSTRAINT! Thankyou

The Big Bang Novelty Company (BBNC) makes 3 types of noise-makers: Toot, Wheet, and Honk. A Toot can be made in 30 minutes and has a feather attached to it. A Wheet requires 20 minutes, has two feathers, and is sprinkled with 0.5 ounces of sequin powder. The Honk requires 30 minutes, three feathers, and 1 ounce of sequin powder. The unit profits are $0.90 per Toot, $1.10 per Wheet, and $1.40 per Honk. The following resources are available: 100 hours of labor, 400 feathers, and 80 ounces of sequin powder. BBNC would like to maximize the overall profit from the noise-makers. (a) Write the linear programming model. Express labor time in minutes in LP formulation. In 12B(a), suppose Big Bang decides they will start adding 0.2oz of sequin powder to Toots. What will happen to the constraint that corresponds to the sequin powder limit? Write down that revised constraint, again, using the variable names, T,W,H. T= Number of Toots produced W= Number of Wheets produced H= Number of Honks produced