Answer:
Nathalie provides a cosigner on her loan
Explanation:
In the case when an inidvidual co-signs the loan so the individual is become obligated in a legal way to repay the full loan with respect to nathalie when she is not able to pay the amount. Also the loan officer would permitted in that case when the co-signer has the stable kind of job or the source of revenue.
So, nathalie not sign the car of the parent as the collateral as it required the parent consent
So the above should be the answer
Answer:
The conclusion we can draw is that businesses invest heavily on capital expenditures for future growth.
Explanation:
The equation of exchange is: M × V = P × Q, where:
M: the money supply
V: the velocity of money
P: the general price level
Q: the expenditures
Because V increase while P (no real growth in the economy mean the velocity of money is stable) and P are unchanged, Q must increase too. The increase is usually on capital expenditures.
Answer:
Explanation:
The most important reason for organizations to rely on research is that it ultimately provides the organization with insight on how a specific decision will perform in the target market and what effects it will have on the company. This is because research provides valuable information such as a target population's interests, hobbies, spending behaviors, needs, likes/dislikes, etc. All of which are factors that help determine if that population will buy a certain product and increase the organizations revenue.
Answer:
S.S.S. should not purchase the shopping center because its NPV is negative, i.e. -$1,952,890.30
Explanation:
Note: See the attached file to see how the net present value is calculated.
From the file, it can seen that the project will result in a negative NPV of $1,952,890.30. Therefore, S.S.S. should not purchase the Shopping center.
Answer:
The answer is: The net present value of the investments
Explanation:
The net present value calculates the current monetary value of a project's future cash flows, using a discount rate. You must remember that $1 today is worth more $1 in the future.
When deciding what projects should be financed, an investor will always look for projects with a NPV ≥ 0, and if he has to decide between two projects, the he will probably choose the project with the highest NPV.
The easiest way to calculate the net present value is to use an excel spreadsheet and the NPV function:
=NPV(rate,value 1, value 2,... value n)
