Based on the information given about the insurance company, the thing that Wayne should do is D. Immediately provide a copy of the company's AML policy as requested.
It should be noted that the anti laundering policy helps financial institutions in combatting money laundering.
Since the insurance company's AML compliance officer has been asked by FinCEN to provide the agency with a copy of the company's AML policy, he should immediately provide a copy of the company's AML policy as requested.
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Answer:
Following are the journal entries to this question:
Explanation:
Date account title Dr. Cr.
Mar.2 Incorporation expense
Common Stock (Par value)
Paid in excess of par- Common Stock
(Bein 5000 common shares Of par value each issued )
June. 12 Cash
Common Stock (Par value )
Paid in excess of par- common stock
(Being 63400 common shares of par value each issued for cash)
July-11 cash
Preferred Stock (Par value )
Paid in excess of par- Preferred stock (Being 2175 Prefered shares of par value each issued for each)
Nov. 28 Treasury Stock
cash
(Purchased 2,350 shares of treasury stock for
).
Answer:
False, it is not true that France had the highest level of real GDP per capita in 2019. There were other economies which performed better than France.
The correct option is Privatization of previously nationalized industries because Privatization of nationalized bank contributed to UK's growth.
Explanation:
Answer:
Check the explanation below
Explanation:
Inflation is systematic (Market) risk, it impacts all stocks
Results of company is unsystematic (Specific) risk, as they are as expected stock price wont have much impact
Economic growth is systematic (Market) risk, as it is inline with forecasts stock prices will be constant
Directors death is unsystematic (Specific) risk, stock price will go down
Taxation is systematic (Market) risk, as it is discussed from 6 month, stock price wont have much impact currently
Answer:
Final Value= $18,253.12
Explanation:
Giving the following information:
For the next 6 years, you plan to make equal quarterly deposits of $600.00 into an account paying 8% compounded quarterly.
To calculate the final value, we need to use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= quarterly deposit= 600
n= 6*4= 24
i= 0.08/4= 0.02
FV= {600*[(1.02^24) - 1]}/ 0.02= $18,253.12