Answer:
$9.00.
Explanation:
The computation of the value of a put option is shown below:
Data provided in the question
Current price of the stock = $50
Risk free rate = 6%
Strike price = $55
Sale price = $7.20
Based on the above information
The value of put option is
Put = V - P + X exp(-r
t)
= $7.20 - $50 + $55 e
RF - 0.06(1)
= $7.20 - $50 + $51.80
= $9.00
Hence, the value of put option is $9
Because mobile banking means you are using smartphones or other devices . Online banking is <span>a method of banking in which transactions are conducted electronically via the Internet . So if you doing mobile banking people can steal your bank information</span>
Answer:
169,000
Explanation:
Calculation to determine what The number of shares to be used in computing diluted earnings per share for the quarter is:
First step is to calculate the amount assumed to be exercised
Exercised amount= 30,000*$7 / $15avg
Exercised amount= 14,000
Second step is to calculate the Net
Net=30,000-14,000
Net= 16,000
Now let calculate The number of shares to be used in computing diluted earnings per share
Using this formula
Number of shares=Outstanding+Net
Let plug in the formula
Number of shares=153,000 +16,000
Number of shares= 169,000
*diluted eps=$28,000 /169,000
Therefore The number of shares to be used in computing diluted earnings per share for the quarter is: 169,000
Answer:
Foreign currency transaction loss : $1000
Account payable : $1000
Explanation:
Answer:
False
Explanation:
This is false.
In reporting reserves aggregate there are lags interest rate such as the federal interest rate are quite easy to measure and easily observable. Such short term interest rate are nominal values and they do not measure the real cost of borrowing well. It does not show accurately what happens to Gross domestic product. Real interest rate equals nominal interest rate as a ratio of reduced inflation gives a representation of true cost of borrowing.
We cannot say with certainty that interests rate is a better policy instrument based on the ground of measurability.
