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Vladimir79 [104]
3 years ago
9

BangBang Percussion Company tried to implement a flextime system. However, after only a few months, they abandoned the new syste

m. Which of the following is the most likely reason BangBang would drop its flextime plan?
A. The employees resented being required to come to work early or stay late.
B. It caused an increase in traffic congestion.
C. Workers tend to be less productive when they have to work longer hours in a single day.
D. It often made communication among employees more difficult.
Business
1 answer:
Vera_Pavlovna [14]3 years ago
4 0

Answer: It often made communication among employees more difficult.

Explanation:

Flextime is a way of redesigning the traditional work schedules in such a way that the workers will work at the hours that's convenient for them and flexible rather than working based on normal office schedule or timing.

The most likely reason BangBang would drop its flextime plan is when communication among employees becomes difficult.

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3 years ago
3. A company manufactures two types of products: A and B. Three resources R1, R2, and R3 are required to make these products. a.
mojhsa [17]

Answer:

(i)The units of production of Product A and B (x and y) are the decision variables

(ii)Objective is to maximize profit

(iii)Objective function, Max P=20x+50y

(iv)The Contraints are:

8x+2y\leq500....(i)

2x+5y\leq400.......(ii)

3y\leq180

x>0, y>0

Explanation:

Let the number of Product A=x

Let the number of Product B=y

Each unit of product A requires 8 units of R1 and 4 units of R2.

Each unit of product B requires 2 units of R1, 5 units of R2, and 3 units of R3

The availabilities of resources R1, R2, and R3 are 500, 400, and 180

Since R1 \leq500,

Product A requires 8 units of R1 per production unit

Product B requires 2 units of R1 per production unit

Total Unit of R1 possible is given by the inequality: 8x+2y\leq500....(i)

Since R2 \leq400,

Product A requires 2 units of R2 per production unit

Product B requires 5 units of R2 per production unit

Total Unit of R2 possible is given by the inequality: 2x+5y\leq400....(ii)

Since R3 \leq180,

Product B requires 3 units of R2 per production unit

Total Unit of R2 possible is given by the inequality: 3y\leq180....(iii)

Since the manufacturer also makes a profit of $20 and $50 for products A and B, our objective is to maximize profit

Therefore: Objective function, Max P=20x+50y ......(iv)

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Answer:

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Please find the attached file with the solution.

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Answer:

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Thus, <em>the "ultimatum game" shows how someone (the second individual) could turn down a unique offer that does not meet his or her demands. This, with plain knowledge the offer another individual could provide, might be worse, thus, reducing the chances to obtain what is desired for defending his or her sense of fairness.</em>

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Insurance can help you:
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