<span>Refer to standard motor products. when standard motor products’ edwardsville plant decided to give its teams the highest level of autonomy, it created self-designing teams. A self-designing team is a team that decides who they want to work with, how they want to work together and what they want to work on. This has been shown to create productivity because these workers are happy with the work they are </span>doing and making decisions instead of being just told what to do.
Answer:
net income = $106,000
Explanation:
net income = total revenues - total expenses = $772,000 - $666,000 = $106,000
Any additional capital raised will increase the company's cash flows (financing activity) and any dividends distributed will decrease them (another financing activity), but they do not affect the company's net income.
Answer:
The answer is B.
Explanation:
Marginal Productivity can be described as when every variable in the equation is held constant, it is the amount of productivity gained for every extra hour of labor that is put in.
And according to the information about Joey and his productivity cutting the lawns, we are provided the equation q = 0.2*L which means that for every extra hour Joey works cutting the lawns, Joey's marginal productivity is going to decrease by 0.2 or 20% so the answer is B.
I hope this answer helps.
Answer:
hello your question is incomplete attached below is the missing part
answer: Pd = 1658 , Qd = 42
Explanation:
The monopolist will choose a discount price of ( Pd ) = 1658 and sell 42 units of the good in the discount market
since the standard price is at $1800 and the Qm ( standard monopoly quantity) is at 200 for the Monopoly to be profitable the amount of good to be sold to customers with reservation prices greater than or equal to standard price should be greater than the good offered at discount price and also the discount price after using a coupon should be lower than the standard price (Pm)
Answer:
Variance of the return = 0.01983
Explanation:
= Σ
/ N - 1
Mean return = 17.88% + -5.16% + 20.39% = 11.0367%
Variance = [(17.88% - 11.0367%)2 + (-5.16% - 11.0367%)2 + (20.39% - 11.0367%)2] /(3 - 1)
Variance = [0.004683 + 0.026233 + 0.008748]/2
Variance = 0.01983
