Answer:
D. $98.15
Explanation:
Price of stock formula;
Price today(P0) = 
D0= Current dividend
g = growth rate
r = required return
Price = 
= 3.762 /0.065
Price = 57.877
Price in 12 years (P12) = P0(1+g)
P12 = 57.877 *
P12 =$98.152
Therefore, price of stock in 12 years will be $98.15
Answer:
So project two is better because it will increase the wealth of Chandler Tire by $ 18,598.33 more than Project 1
Explanation:
<em>To determine which project to be selected, we will compute the present value (PV) of the two projects and select the one with a higher PV.</em>
Present value is the today worth of the future cash inflows from a project. The higher the present value the more wealth is been created. So a project with a higher PV is better if two are been compared.
So when comparing two projects, the one with a higher PV is better.
<em>PV of Poject 1 </em>
PV = 52,000 × 1-(1.015)^(-6)
$196,793.10
<em>PV of Project 2</em>
PV = 48,000 × 1- (1.015)^(-8)
$215,391.43
So project two is better because it will increase the wealth of Chandler Tire by $ 18,598.33 more than Project 1
Answer:
“Should” or “should not” depend on the cost rate of the option and the risk appetite of investors.
Explanation:
An option is a contract that allows investors to buy or sell instruments such as security, Exchanged Traded Fund or an index at a pre-determined price over a certain period of time.
If the option will cost the investor an additional $10,000 and it is the cost for an option of $10 million investment, then it cost only 0.1% additionally, but it can secure the position of this investment; then the investor should buy this option.
Vice versa, if the additional $10,000 is much more than expected profit, and even lower but significantly drop down the total profit of an investment; and the investor always wish to have a high profit regardless high risk; then he shouldn’t buy this option.
The answer is B.
Hope this helps!
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