Answer:
The correct answer is: ratio of consumption to income.
Explanation:
The average propensity to consume is a measure to show the percentage of income that is spent on consumption of goods and services. It is calculated by the ratio of consumption and income.
It can also be calculated as 1 - APS. Here, APS is the average propensity to consume which is the ratio of savings to income.
1) Change the nature of the product
2) Give away discounts
3) Reduce the price of the product compared to the competitiveness of the market
Answer:
$6,000
Explanation:
The computation of the expected profit from this investment is shown below:
= Strong profit × Strong percentage + Moderate profit × moderate percentage - recession losses × recession percentage
= $60,000 × 20% + $10,000 × 60% - $60,000 × 20%
= $12,000 + $6,000 - $12,000
= $6,000
By adding the three situations we can get the expected profit from this investment
It means to differentiate their product. Monopolistic competition is a sort of blemished rivalry with the end goal that numerous makers offer items that are separated from each other and subsequently are not impeccable substitutes.
Harmony under monopolistic competition. In the short run, supernormal benefits are conceivable, however, over the long haul, new firms are pulled in into the business, as a result of low boundaries to the passage, great learning and a chance to separate.
Answer:
Find explanation below.
Explanation:
A branch plan is the contingency plan. It is chosen when planning for future possible occurrences. A Sequel plan on the other hand is made based on the outcome of the main plan. Therefore, a Sequel plan is made depending on whether the main plan was successful or unsuccessful.
Examples of Branch plan decisions:
- A plan to dispatch military forces to aid a fight in another country.
- Reassigning military personnel to another location.
Examples of Sequel plan decisions:
- A plan to begin administering relief operations.
- A plan to return to normal mode of operation, perhaps after a successful war.
