Supply price elasticity measures sellers' sensitivity to changes in price. When price changes have a large impact on supply, we say that supply is price elastic, with small price increases supply will increase considerably. We say that an offer is perfectly elastic when from a certain price level, suppliers have bid as much as possible. In the short term, however, firms bump into structural factors to deliberately increase their supply. For example, a factory has a short-run maximum production limitation. In the short term, the factory may grow its plant and buy more machines, but in the short term from one point the supply is more rigid.
There are, however, some exceptions. In the case of natural monopolies, such as water supply, the increase in price may increase supply indefinitely. This is a case where, in the short run, price elastic supply can be infinitely elastic. Thus, rising prices can increase the amount of water supplied as much as demanded by consumers. This is because the marginal cost of supplying more water is low for the firm.
Note: marginal cost is the cost of manufacturing one more unit of the product supplied. In the case of water, the marginal cost of providing 1 unit of water measurement is very low.
Answer: Demand is Unit - Elastic over this price range.
Explanation:
When total revenue remains the same over various price level then the demand curve is unitary elastic.
Unit-Elastic demand - It depicts a demand curve which is perfectly responsiveness to changes in cost. That is, the amount of demand changes as indicated by a similar percentage changes in prices.
A demand curve with an elasticity of 1 is called as unitary elasticity of demand.
Answer:
The correct answer is letter "D": 2%.
Explanation:
In 2019, the highest Average Percentage Yield (<em>APY</em>) banks offered in a <em>traditional savings account</em> was 0,01%. The situation is unlikely to change exponentially for 2020. However, the best option is choosing an <em>online savings account </em>since they are offering an APY of up to 2% (<em>HSBC</em>).
Answer:
$4,713
Explanation:
The formula and computation of the present value are shown below:
= Future value ÷ (1 + rate)^number of years
= $38,000 ÷ (1 + 0.11)^20
= $4,713
This (1 + rate)^number of years is also known as the discount factor which helps to calculate the amount of the present value
We simply apply the above formula so that the accurate value can come
D. Square your shoulders before entering the room.
