Answer: Fill or kill order
Explanation:
A fill or kill order is used when an individual or firm wants to either buy or sell a stock and in such cases, the order must be done as quickly as possible in its entirety.
If the order isn't done immediately at the price that has been specified or a price that's more than the specified price, such order is cancelled. Also, for a fill or kill order, partial execution isn't applicable.
Answer:
A qualified dividend is taxed in the same was as long term capital gains. The tax rates for long term capital gains are lower than the tax rates for ordinary income and they range form 0 to 20%. In this case, since Nomi is in the highest tax bracket, she will most certainly pay the 20% tax rate on qualifying dividend = $375 x 20% = $75.
Explanation:
b.) The Value added to a product by transferring ownership to the customer.
is the answer
<u>Explanation:</u>
Possession utility explains and possibly contains the gratification that arises from owning a product or using a service. Buying and selling of anything include the change of ownership from one to another. Possession utility is what lets customers asses what they purchased. Having versatile choices for payment is one way to make possession simple for customers. Other methods can be how the product is delivered, how quickly it is delivered. Possession utility gets down to knowing how people relish what they have and what they give others. Although possession utility is peculiar, it is also significant and usually results after some kind of legal exchange.
Answer:
In order to find the price of a stock which has different growth rate at different periods, we need to find the price at a time when the growth rate slows down after the initial burst of growth and is stable, in this case its in the 4th period.
Year 4 dividend = 2.07
Growth rate (G)= 8%
Required return (R)= 12%
DDM formula for stock price = D*(1+G)/R-G
2.07*(1+0.08)/0.04
=55.89
The maximum that you should be willing to pay for the stock 4 years from now is $55.89 but in order to find out what the maximum we should pay for the stock now, we need to discount this price 4 years back to the present value using the required return of 12 %
so 55.89/1.12^4=35.52
The maximum that you should be willing to pay for the stock now is $35.52
Explanation:
