Jerome received an unplanned message because Brewster's could not predict that this event would happen to Jerome and certainly did not plan for this negative experience to occur.
Answer:
The projects which maximize Vanguard's shareholder wealth are Project A; Project B; Project D.
Explanation:
Projects which maximize the shareholder value are projects delivering Expected Returns which are higher than its risk-adjusted weighted average cost of capital (WACC).
As a result, Project A with Expected return of 15% and risk adjusted WACC of 12%; Project B with Expected return of 12% and risk adjusted WACC of 10%; Project D with Expected return of 9% and risk adjusted WACC of 8%; are the projects that maximize the shareholder's value.
On the other hand, Project C with Expected return of 11% and risk adjusted WACC of 12% is harmful to shareholder value.
Less mobile because the house has to be sold in order to move to another location
Answer:
The correct answer is the option A: True.
Explanation:
To begin with, the contracts inside the law are regulated by the Anglo-America common law that defines a contract as the agreement between two or more parties in which they establish the basis and principles of the agreement and the clauses that could cause to end the contract. Moreover, a contract is also part of the civil law and therefore that it does not implicate the public as a whole in any way due to the fact that in order to be a correct contract the parties must accept the bond between only them and nobody else.
Answer:
$2000=Z/(1+i)^1+Z/(1+i)^2+Z/(1+i)^3
Explanation:
let Z be the annual minimum cash flow
The internal rate of approach can be used here, in other words, the rate of return at which capital outlay of $2000 is equal present values of future cash flows
In year 1, present value of cash =X/discount factor
year 1 PV=Z/(1+i)^1
year 2 PV=Z/(1+i)^2
year 3=Z/(1+i)^3
Hence,
$2000=Z/(1+i)^1+Z/(1+i)^2+Z/(1+i)^3
Solving for Z above would give the minimum annual cash flow that must be generated for the computer to worth the purchase
Assuming i, interest rate on financing is 12%=0.12
Z can be computed thus:
$2000=Z(1/(1+0.12)^1+(1/(1+0.12)^2+(1+0.12)^3)
$2000=Z*3.09497902
Z=$2000/3.09497902
Z=$646.21
