Answer:
$4.67 per share
Explanation:
The computation of the diluted earning per share is shown below:
= (Total income - preference dividends) ÷ ( outstanding shares + diluted shares)
where,
Total income is $50,000
Outstanding shares is 10,000
And, the diluted shares is
Amount paid towards shares = Options issued × Exercise price per share
= 1,000 × 6
= $6,000
And,
Value of options = Amount paid towards shares ÷ Current market price
= $6,000 ÷ $20
= 300
So,
Diluted shares is
= Options issued - value of options
= 1,000 - 300
= 700
So Diluted Earnings per share is
= ($50,000) ÷ (10,000 + 700)
= $4.67 per share
We simply applied the above formula
Answer: D. Green
Explanation: Because compound is the biggest interest rate
Answer:
-$2,050
Explanation:
Given that,
Number of options sold = 5
Option price per share = $1.90
Exercise price = $45 per share
Market price = $39 per share
As the exercise price is greater than the stock market price, so the purchaser of the put option will exercise the option,
Lot size = 100 shares
Therefore, the loss on this investment is calculated as follows:
= -{[(Exercise price - Market price) × Number of options sold] - (Option price × Number of options sold)} × Lot size
= -{[($45 - $39) × 5] - ($1.90 × 5)} × 100
= -$2,050
Answer:
negative
Explanation:
Complementary goods have a negative cross-price elasticity because the increase in price of one tends to a weak or fall in consumer demand of the second. For instance, a hike in petrol will lead to a decrease in consumer demand for cars thereby giving rise to alternatives to these goods (most likely, there would be a surge in subway or rail patronage)
Answer:
D : 2.17%.
Explanation:
The 26% is an APR(Annual Percentage Rate). This is a quoted rate that a credit card company charges . It is also known as the nominal rate.
Since the question is asking for a monthly rate, use the 26% and convert it into monthly rate. We have 12 months in a year; meaning, we will divide the nominal rate by 12;
Monthly rate = APR / n
APR = 26% or 0.26 as a decimal
n = compounding periods = 12
therefore, Monthly rate = 26% /12 = 2.17%
