Answer:
A. Money Market checking account
Explanation:
A money market account represents a savings account with some features of a checking account provided by a bank. Herein, a customer deposits money, and such funds are invested into money market instruments which are highly liquid, such as commercial papers, treasury bills, certificate of deposits, etc.
Such accounts provide debit card and checks and allow a certain number of withdrawals every month. The rate of interest offered under these accounts is usually higher than the ordinary savings account.
In the given case, the customer has $20,000 to invest and also requires immediate access to the funds to pay his bills. The best recommendation would be to deposit such funds to a money market checking account, which would provide him with access i.e liquidity, a higher rate of interest than on savings account and safety of investment.
It is noteworthy that all other options specified are not as liquid as money market checking account since, those alternatives either require considerable time in redeeming and selling or do not provide immediate access to funds.
The answer and explanation to part 1 is given in the attachment.
Note:
Also, The complete part a question is attached.
Answer:
Cost-plus-fixed-fee pricing
Explanation:
Cost-plus-fixed-fee pricing is when the contractor specifies the expenses of a project and a fixed fee for the services that provides which allows the contractor to earn a profit. In this type of pricing, the overall cost of the project is determined at the end and all the authorized costs are paid to the contractor in full. According to this, the answer is that these contractors use cost-plus-fixed-fee pricing to compensate them for any cost overruns.
Answer:
The closest answer is option A,$7649
Explanation:
The net present value of the investment is the present value of annual cost savings minus the initial cost of investment.
present of cash flow=cash flow/(1+r)^n
r is the discount rate of 12%
n is the year the cash flow relates to ,for instance year zero for the initial investment
NPV=-$54,000+$16,000/(1+12%)^1+$16,000/(1+12%)^2+$16,000/(1+12%)^3+$16,000/(1+12%)^4+($16,000+$7,000)/(1+12%)^5=$ 7,648.41
note that the project gives $7,000 in salvage value in year 5