Okay i got youuuuu i will sub
Answer:
4.Teach Fred about how decisions are made and communicated, as well as how conflict is handled.
Explanation:
Cultural differences are an important topic when it comes to adjusting to a new workplace. However, no matter how much the new employee knows about a specific culture, it is up to the manager or team leader to help him adjust.
The most effective way to help him is by teaching him <em>how decisions are made and conflict is handled</em>, in a straightforward manner. Since Fred is working in a team and not individually, it is essential for him to learn the basics of conflict management, as conflict handling varies immensely from country to country.
The same is applicable for decision making. He could not know the decision making practice in his new environment upfront. Some environments may encourage a more liberal way of making decisions, while some propose a strict protocol when it comes to making even the most trivial decisions.
Of course, checking him periodically and making sure he knows you're there for him are practices that can do only good. However, they are not critical for the issue.
Answer:
a) decrease in equilibrium price and an increase in equilibrium quantity.
Explanation:
As the input cost decreases for the companies the the supply of the goods increases hence the supply curve shifts rightwards.In the curve at the new equilibrium point the equilibrium price decreases and the equilibrium quantity increases.
Think it like if cost of creating anything is decreased for a company then the company will create more products .So there will be more products in the market.So to clear the products in the market the price will be reduced and the quantity of the product is more than before.
Answer:
1.265
Explanation:
According to the situation, the solution of the beta of portfolio is as follows
Beta portfolio = (weightage of investment F × beta F) + (proportion of investment G ×beta G)
Beta protfolio = (0.5 × 1.08) + (0.5 × 1.45)
= 0.54 + 0.725
= 1.265
Hence, the beta of your portfolio is 1.265 by applying the above formula
Answer:
b
Explanation:
highly-selective distribution.
