Answer:
Settlement Date
Explanation:
The broker is expected to be notified on the date which the cash or assets has been transferred has been completed. The settlement date simply refers to the date that the trade or sales of shares of stock settles, and thus when using specific identification rather than FIFO, the broker dealer must be notified no later than the settlement date for cost basis reporting.
Solution :
Annual payment = 
1. The rate of interest annually = 12%
Present value 

= $ 18,023.90
2. The rate of interest annually = 12%
Present value 

= $ 20,186.75
3. The rate of interest annually = 12%
The rate of interest quarterly = 3%
Present value =



Answer:
$78.06
Explanation:
For computing the monthly payment we need to apply the PMT formula i.e. to be shown in the attachment below:
Given that,
Present value = $1,650
Future value or Face value = $0
RATE = 12.5% ÷ 12 = 1.0416%
NPER = 24 months
The formula is shown below:
= PMT(RATE;NPER;-PV;FV;type)
The present value come in negative
So, after applying the above formula, the monthly payment is $78.06
In the product markets of the circular flow model, households provide <u>Consumption Spending (or Revenues) </u>to the business sector in exchange for goods and services.
Consumer spending is the total amount of the money spent by people and families in an economy on finished goods and services for their own use and enjoyment. All private purchases of durable, nondurable, and service products are included in modern measurements of consumer spending.
To help estimate and plan investment and policy decisions, investors, corporations, and regulators regularly monitor published statistics and reports on consumer spending.
To know more about consumer spending, click here:-
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Answer:
12.18%
Explanation:
Present value = $34,700
Future Value = $173,500
Time (n) = 14 years
Interest Rate = i
Future Value = Present Value * (1+i)^n
$173,500 = $34,700 * (1 + i)^14
(1 + i)^14 = $173,500/$34,700
(1 + i)^14 = 5
1 + i = 5^(1/14)
1 + i = 1.1218284
i = 1.1218284 - 1
i = 0.1218284
i = 12.18%
So, the annual interest rate she must earn is 12.18%.