Answer:
$8.93
Explanation:
The payment made to the stockholders is known as dividend.
Price of the stock can be determined by calculating the present value of all future expected dividends using cost of capital.
In this question $1.25 per share dividend is paid and rate of return / cost of capital is 14%, so price of stock will be calculated as follow.
Price of the share = Dividend / Cost of Capital = $8.93
Price of the share = $1.25 / 14% = $8.93
Answer:
See
Explanation:
1. Break even point in units
= Fixed cost / Selling price per unit - Variable cost per unit
Given that
Fixed cost = $600,000
Selling price per unit = $375
Variable cost per unit = $300
Break even point in units = $600,000 / ($375 - $300)
= $600,000 / $75
= 8,000 units
2. Break even in sales
= Fixed cost / Selling price unit - Variable cost per unit × Selling price per unit.
=[ $600,000 / ($375 - $300) ] × $375
= 8,000 × $375
= $3,000,000
Answer:
Population growth in developing countries will be greater due to lack of education for girls and women, and the lack of information and access to birth control.
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Answer: See explanation
Explanation:
a. The company's total book value of debt will be:
= Value of debt + Value of zero coupon bonds
= $70 million + $100 million
= $170 million
b. The market value will be:
= Quoted price × Par value
= ($70 × 1.08) + ($100 × 0.61)
= $75.6 + $61
= $136.6 million
c. The aftertax cost of debt will be:
= (1 - Tax rate) × Pre tax cost of debt
= (1 - 35%) × 5.7%
= 65% × 5.7%
= 3.7%
The statement that holds true for the American Option is (A) Put-call parity provides an upper and lower bound for the difference between call and put prices
Explanation:
According to the Put-call parity concept when we hold the short European put and long European call of similar class the return delivered is same as holding one forward contract of the same underlying asset, that has the same expiration, forward price and which is equal to the strike price of the option
In financial management put–call parity concept is used to define the relationship that exist between the price of a European call option and European put option, and both of them have identical strike price and expiry
The formula used for calculating put call parity is
c + k = f +p
where (c) call price plus the (k) strike price of both options is equal to the futures price(f) plus the put price(p)