A simple
Keynesian model follows four principles:
<span>1. Accumulated
expenditures, income, and output are the same.
2. All input of spending into the economy must equal
all withdrawals
3. Investment is an input.
4. Saving is a withdrawal</span>
<span>
According to Keynesian analysis, of households intend to save more, they
will become poorer. The theory about Keynesian analysis applies to
economic where an increase in savings decreases the circular flow of income. S
when the households save more, they are reducing the stream of income for other
households and therefor diminishes the overall economic activity.</span>
Answer:
the question is false
Explanation:
you can't sell stock for ownership
The equilibrium point in a competitive market exists at the point of optimal market efficiency.
<h3>What is competitive market?</h3>
A competitive market exists a term in economics that guides to a marketplace where there exist a large number of buyers and sellers and no single buyer or seller can influence the market. Competitive markets have no obstacles to entry, lots of buyers and sellers, and homogeneous products.
In economics, especially general equilibrium theory, A perfect market also understood as an atomistic market, is determined by several idealizing requirements, collectively anointed perfect competition or atomistic competition.
No, the monopoly can never be additional efficient than the perfectly competitive market because the competitive market exists at the point of optimal market efficiency and the monopoly will deliver at the point where the MR and the MC stand equal. here the market has the excess capability and a dead weight loss.
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Answer:
A: $127.2
B: $123.384, $3.816 per share and $3,816 per contract
C: 9.43%
Explanation:
A: Futures price
F° = S° (1 + rₙ) = $120 x 1.06
= $127.20
B: Change in Future Price and Investor Margin account:
New Spot = $120 (1 – 0.03)
= $120 x 0.97
= $116.40
New Futures = $116.40 (1.06)
= $123.384
The long investor loses = $127.20 - $123.384
= $3.816 per share
or $3.816 (1,000) = $3,816 per contract
C: Percentage return on the investor’s position:
Percentage return = $12,000 / $127,200
= 9.43%