Answer Tasks, workload and work patterns. Working environment and workplace design. Workplace culture and communication.
Answer:
The correct answer ise. do nothing and leave prices unchanged.
Explanation:
It has been observed that many oligopolistic industries exhibit an appreciable degree of price rigidity or stability. In other words, in many oligopolistic industries prices remain sticky or inflexible, that is, there is no tendency for oligopolists to change the price even if economic conditions undergo a change.
There have been many explanations of this price rigidity in the oligopoly and the most popular explanation is the so-called crooked demand curve hypothesis. The crooked demand curve hypothesis was presented independently by Paul M. Sweezy, an American economist, and by Hall and Hitch, Oxford economists.
It is to explain the price and production under oligopoly with product differentiation, that economists often use the hypothesis of the crooked demand curve. This is because when products under oligopoly differ, it is unlikely that when a company increases its price, all customers abandon it because some customers are intimately linked to it due to product differentiation.
As a result, the demand curve facing a company under differentiated oligopoly is not perfectly elastic. On the other hand, under the oligopoly without product differentiation, when a company increases its price, all its customers leave it, so that the demand curve faced by an oligopolist that produces a homogeneous product can be perfectly elastic.
Answer:
A. $2,700,000
Explanation:
For computing the deduction amount for depreciation tax, first we have to calculate the total amount of deferred tax amount which is shown below:
Total Deferred tax amount = Deferred tax × (percentage value ÷ tax rate)
= $90,000 × (100% ÷ 30%)
= $300,000
And the depreciation expense in this year is $2,400,000
So, the total amount deducted would be
= $300,000 + $2,400,000
= $2,700,000
Answer:
the amount of money after 9 years is $11,994.02
Explanation:
The computation of the accumulated balance after the stated period by using the compound interest formula is shown below:
Amount = Principal × (1 + interest rate ÷ n)^{nt}
= $6,000 × (1 + 8 ÷ 1 × 100)^{1 × 9}
= $6,000 × (1.08)^9
= $11,994.02
Hence, the amount of money after 9 years is $11,994.02 which is to be find out by using the above formula
