Answer:
Therefore, the Salary that Gander Corporation Pay Patrick during the Period without Negative Tax effects is $15,000.
Explanation:
Calculation of the Salary that Gander Corporation Pay Patrick during the Period:
December 1 through December 31 of the Current Year is One Month, They have to Pay 1/12 of the following year tax:
The salary for the deferral period (December 1 through December 31) must be at least proportionate to the employee’s salary received for the fiscal year.
Gander Corporation must pay the amount to Patrick during the Period December 1 through December 31, to permit the continued use of its fiscal year without negative tax effects is as follows,
$180,000 *1/12 = $15,000
Answer: Decreasing the incomes of people in the city
Explanation:
According to the given situation, the newspaper reporting about the average price range of the new homes are decreased in the city and also the new homes selling average are also decreases.
It is basically caused by the average income level of that specific city are get decease.
When the income of the people are decreases then it cause less spending on the things and the budget are get highly effected so that is why they are unable to buy any kind of property.
Therefore, Decreasing the incomes of people in the city is the correct answer.
The most obvious benefit of specialization and trade is that they allow us to: <span>Consume more goods than we otherwise would be able to consume
When we do specialization, we could produce the goods that provide competitive advantage for us so we can produce that goods in a huge amount.
After that, we can trade the goods with other goods (which gives competitive advantage to other country) and trading countries could consume goods on a huge amount.</span>
Answer:
the insurance cost is $410
Explanation:
The computation of the insurance cost is shown below:
Given that
The exporter charged 5 by2% of the value of the goods for insured the goods
And, the goods are valued at $16,400
So the insurance cost is
= $16,400 × 5 ÷ 2%
= $16,400 × 2.5%
= $410
hence, the insurance cost is $410
