Answer:
affecting wages, employment levels and thus equilibrium
Explanation:
Answer: A. Liberia lacks the institutions necessary to make productive use of those resources.
Explanation: Liberia is a nation rich with natural resources including iron ore, gold, diamonds, natural rubber, vast forest for logging and timber harvesting, and vast agriculture land for ensuring food security.
Liberia is Africa's oldest republic, but it became known in the 1990s for its long-running, ruinous civil war and its role in a rebellion in neighboring Sierra Leone. Around 250,000 people were killed in Liberia's civil war, and many thousands more fled the fighting.
Government Licensing is a barrier to entry. The obstacles or hindrances that make it difficult for new companies to enter a given market are referred to as barriers to entry.
Licenses and permits are government-issued entry barriers. These are typically issued by the government in order to maintain quality while also reducing competition. As a result, it will be difficult for new businesses or individuals to enter.
Barriers to entry generally operate on the asymmetry principle, which states that different firms have different strategies, assets, capabilities, access, and so on. When barriers become dysfunctional, incumbents can keep out virtually all competitors, resulting in a monopoly or oligopoly.
To know more about monopoly/oligopoly here-
brainly.com/question/14765846
#SPJ4
Answer:
The new Quantity to be sold at $1 is 200 in the short run
Explanation:
The question is to determine the Popsicle sold each day in the short run for a price rise of $1
The formula to use for the Price elasticity of supply in short run
(New Quantity demanded - Old Quantity demanded )/ Old Quantity + New Quantity/ 2
÷
(New Price - Old Price) / (Old Price + New Price)/ 2
The formula can also be simply written as
[(Q2 – Q1)/{(Q1 + Q2)/2}] / [(P2 – P1)/{(P1 + P2)/2}]
Step 2: Solve using the formula
Old Quantity = 100
New Quantity = Q2
Old Price = 0.50
New Price = $1
Solve:
[(Q2 – 100)/{(100+ Q2)/2}] / [(1 – 0.50)/{(0.50 + 1)/2}] = 1
=100 + Q2= 3Q2-300
= 2Q2= 400
Q2= 400/2
Q2= 200
The new Quantity to be sold at $1 is 200