Answer:
$0.20
Explanation:
For computing the change in future price, first we have to determine the loss which is shown below:
Loss = Initial Margin - Maintenance Margin
= $4,000 - $3,000
= $1,000
Now the change in future price would be
= Loss ÷ size of the contract
= $1,000 ÷ 5,000 ounces
= $0.20
The future price is increased by $0.20
And, if the margin call is not meet than the broker will stop at best price so that he cannot suffer more loss
Answer:
Menu Costs
Explanation:
From the question we are informed about Gilberto who manages a grocery store in a country experiencing a high rate of inflation. To keep up with inflation, he spends a lot of time every day updating the prices, printing new price tags, and sending out newspaper inserts advertising the new prices. His employees regularly deal with customer annoyance over the frequent price changes. This case is an example of the of Menu Costs inflation.
In domain of economics, menu cost can be regarded as the cost to a firm that results due to changing its prices. When there is high inflation, firms needs to often make a change to their prices ,so they can keep up with economy-wide changes. The name arised out of the cost of a printing new menus of a restaurants , but it is used by economists when they are generally referring to the costs of changing nominal prices
.
Answer: ask for permission to arrive about 12:15 in the afternoon to the meeting and reply the customer question first.
Explanation:
Most of the actions taken inside a company are directed to customers' satisfaction, they are an important part of all business, so they have to be a priority. In this case, the worker can explain to the supervisor the urgent necessity of replying to the customer and the previous promise that has done of replying by noon. The supervisor may understand the important situation and summarize for the worker the 10 first minutes of the meeting; in this way the worker won't miss the meeting and will keep his commitment with the customer.
The answer is true because it need not coincide with the calendar of the week, but may begin on any day and at any hour of the day
