Answer:
Soldiering
Explanation:
The principles of scientific management describes how productivity should be carried out in a work place and the different methods and strategies to be applied to ensure smooth and maximum productivity.
Scientific management involves four principles, they include:
1) Viewing a job thoroughly to determine the best way in which the work will be carried out by devising unique methods and approach.
2) Employing and training the right set of individuals to perform the job.
3) Monitoring the performance of the workers.
4) Carrying out a system of division of labour between the management and the workers.
Soldiering can be described as a situation in which workers deliberately carry out their activities below their capacity.
Answer:
C. the study of strategy and strategic behavior.
Explanation:
Game theory is the study of strategy and strategic behavior. It is assumed that the parties involved are rational. The payoff of a player of a game is determined by the actions of others in the game.
A popular example of game theory is the prisoners dilemma.
A game theory can involve more than two players.
An example of prisoners dilemma:
There are two prisoners - if both confess to a crime, they both get 5 years in prison. If both prisoners don't confess they are set free. If one confess and the other doesn't, the prisoner that confesses 2 years in prison while the other prisoner that didn't confess gets 10 years in prison.
The dominant strategy which is the best option for the prisoner regardless of what the other prisoner does is to confess.
The Nash equilibrium is for both prisoners to defect.
I hope my answer helps you
Answer:
$45,350
Explanation:
Follow the Company`s collection history to determine the November Cash Collection.
November Cash Collection :
Collected in month of sale - 15% x $45,000 $6,750
Collected for 1st month after sale - 60% x $51,000 $30,600
Collected for 2nd month after sale - 20% x $40,000 $8,000
Total $45,350
Therefore,
The cash Justin can expect to collect in November is $45,350
Answer:
0.368
Explanation:
Price of B(0,13) = 1 / (1 + interest rate)^years
Price of B(0,13) = 1 / (1 + 8%)^13
Price of B(0,13) = 1 / (1+0.08)^13
Price of B(0,13) = 1 / (1.08)^13
Price of B(0,13) = 1 / 2.7196237
Price of B(0,13) = 0.3676979247
Price of B(0,13) = 0.368