Answer:
Profit $3,567
I would exercise my option by buying the shares before the expiration .
Explanation:
Calculation of how much profit would you make trading $1,000,000
First step is to multiply the spot rate on the final day by the trading amount
3.4329s*$1,000,000
=$3,432,900
Second step is to divide the spot rate option by the strike price
3,432,900/3.4207
=$1,003,567
Last Step is to find the profit
Profit =$1,003,567-$1,000,000
Profit=$3,567
Therefore the amount of PROFIT you would make trading $1,000,000 will be $3,567
Based on the above calculation I would exercise my option by buying the shares before the expiration .
Answer: I honestly have no clue man, i honestly think your completely out of luck, sorry i couldn’t help.
Answer:
So unit elastic at q = 5
inelastic above 5
and elastic below 5
Explanation:
The elasticity is determianted by the marginal revenue.
Our first goal is to find the marginal revenue function
p = 40 - 4q
total revenue(TR) = quantity times price
q x (40 - 4q) = -4q^2 +40q
marginal revenue TR(q)/d(q) = -8q + 40
Now, with this fuction the economic analisys states that a demand is unit elastic when marginal revenue is zero.
It will be inelastic below zero and elastic above zero
MR will be zero when q = 5
-8(5) + 40 = 0
As quantity increases the demand will be inelastic
while
Answer:
d.Shares listed on a national securities exchange.
Explanation:
The primary purpose of enacting the securities exchange act of 1934 was to regulate securities and transactions in the financial or money markets. The act ensures fairness in financial dealings, thereby creating investor confidence.
For it to achieve its objectives, the securities exchange act contains mandatory disclosure requirements that ensure investors have access to relevant and accurate information to make decisions. The disclosures have to be made at crucial times to aid in investment decisions. All companies listed in the stock exchange are required to abide by the requirements of the exchange act.
Answer:
The average expected rate of return on the market portfolio is 10 percent.
Explanation:
The CAPM (fixed asset pricing) model describes the relationship between systematic risk and expected return on assets, especially stocks. CAPM is widely used throughout the financial community to value high-risk securities and achieve the expected returns on assets when taking into account the risk of those assets and the cost of capital.
The formula for calculating the expected return on an asset taking into account its risk is as follows:
ERi = Rf + βi (ERm - Rf)
where:
ERi = expected return on investment
Rf = risk-free interest rate = 4 percent.
βi = beta inversion =1.0
(ERm −Rf) = market risk premium = 6 percent.
ERi = 4 + 1 ×(6) =10
The average expected rate of return on the market portfolio is 10 percent.
