Production A factory that manufactures knives sells sets of kitchen knives. The Basis Set consists of 2 utility knives and 1 chef's knife. The Regular Set consists of 2 utility knives, 1 chef's knife, and 1 slicer. The Deluxe Set consists of 3 utility knives, 1 chef's knife, and 1 slicer. Each Basic Set yields a $30 profit. Each Regular Set yields a $40 profit and each Deluxe Set yields a $60 profit. The factory has 800 utility knives, 400 chef's knives, and 200 slicers on hand. Assuming that all set are available for sale, how many sets of each type should be made so that profit is maximized? Let b the number of Basic Sets, Letr the number c Regular Sets, and Let d- the number of Deluxe Sets Which option (a, b, c, or d) shows the correct objective function and constraints for this application? O Objective Function: Maximize Profit, P-30b + 40r +60d Constraints: 2b +2r +3d=800, b+r+d<= 200, 0b+r+d <= 400, b>= 0, r>= 0, d >= 0 O Objective Function: Maximize Profit, P-30b + 40r +60d Constraints: 2b + 2r +3d >= 800, b+r+d<= 400, 0b+r+d<= 200, b>= 0, r = 0, d >= 0 O Objective Function: Maximize Profit, P = 30b +40r + 60d Constraints: 2b +2r + 3d <= 400, b+r+d<= 800, 0b+r+d<= 200, b>0, r>= 0, d >=0 O Objective Function: Maximize Profit, P=30b +40r +60d Constraints: 2b+2r + 3d <=800, b+r+d<= 400, 0b+r+d<= 200, b>0, r>= 0, d >=0

A:

A: Note: Hi there! Thank you for posting the question, As there are multiple questions with multiple…

A:

A: There are 550 students in your graduating class. We need to determine wheather there are at least 3…

A:

A:

A:

A: Answer a: The slope of the regression equation is referred to as how much the value of y changes…

A: Given series: 1,-3,9,-27,....

A:

A:

A:

A: Denote p as the true proportion of people, who own cats.

A: (ii) The Principal Component Analysis (PCA) is greatly affected by the Spectral Theorem. A…

A: x2=y-2-1=z4

A: To explain that the given answer is correct or not.

A: Given f(x)=x2+9, g(x)=-4x+2 f(g(x))=f(-4x+2)=(-4x+2)2+9=16x2+4-16x+9 =16x2-16x+13 (f-g)(x)=…

A: Given dat: Mean = 20 Standard deviation  = 6 To find the respective  probabilities

A:

A: To evaluate the following limit.limx→-∞ 3 sintan-1 x

A: No matter how many times the die is rolled the outcomes of throwing a die are given as: 1 2 3 4 5…