Answer:
$9,760.48
Explanation:
Present value of annuity due = P* [[1 - (1+r)^-(n-1)] / r] + P. Where P = Periodic payment = $1,000, r = Rate of interest per period 4% (0.48/12), n = number of payments 12 (12*1)
Present value of annuity = $1000 * [[1 - (1 + 0.04)^-(12-1)] / 0.04] + $1000
Present value of annuity = $1000*8.760475 + $1000
Present value of annuity = $8760.48 + $1000
Present value of annuity = $9,760.48
Answer:
B. False
Explanation:
Land held for possible plant expansion would NOT be included as an operating asset when computing return on investment (ROI).
Return on investment (ROI) is used to measure the profitability of an investment. It helps to compare the gain or loss from an investment in relation to its cost.
Return on investment can be used to determine
1. Profitability of a stock investment,
2. Profitability of the purchase of a business investment
3. Profitability of a real estate business
ROI = Net return / cost of investment × 100
Net return= Final value of investment - initial value of the investment
Answer:
Loss
Explanation:
Because she started with 860.00 then ended with 300
<h2>Copyright Protection
</h2>
- A copyright will protect the following categories of works:
literary works
- musical works, including any accompanying words
- dramatic works, including any accompanying music
- pantomimes and choreographic works
- pictorial, graphic and sculptural works
- motion pictures and other audiovisual works
- computer programs (sometimes the graphical user interface) and websites
<h2>Patents
</h2>
Patents protect processes, methods and inventions that are "novel," "non-obvious" and "useful." If granted, a patent gives you a 20-year monopoly on selling, using, making or importing an invention into the United States.
(These are 2 characteristics of property rights)
Answer:
Attached image is the plotted and labeled graph.
Explanation:
- Bundle values are:
A. (9,1)
B. (3,7)
C. (4,0)
D. (8,8)
E. (6,5)
- Count over on the x-axis then count up on the y-axis.
- Start marking the values of y-axis above the x-axis on the graph.