Answer:
- When opening a checking or share draft account, which would likely be the most important consideration?
The stability of the Union or bank in which you are opening your account.
- What incentives are provided for you to open an account?
The interest rate. The easy access to my funds. The trackability of the transactions. The possible application for a credit in the future.
- What is the current interest rate paid on funds left in the account?
In a High Rate account is 2,01% in a regular rate 1,90%
- What are the terms and interest rates on their certificates of deposit (CDs)?
The terms may vary from 1 day until 2160 days.
6 months – 6 years: Goldman Sachs Bank USA – 0.60% APY – 2.35% APY; $500 minimum deposit to open.
30 days – 5 years: BrioDirect – 0.05% APY – 2.05% APY; $500 minimum deposit to open.
6 months – 5 years: Capital One – 0.60% APY – 1.60% APY; no minimum deposit to open.
- What types of fees are charged for maintaining and using the account?
The $4 or $5 monthly maintenance fee.
The international withdrawls fee. (varies in each bank policy)
Answer: It may influence their decision depending on the tone the case was explained, rather than giving the subject a fair trial.
Explanation:
People, depending on their opinions, can influence others depending on how they talk about their subject because of bias.
Digital Millennium Copyright Act
hope this helps :)
Answer:
balance sheet
Explanation:
Businesses are required to prepare a balance sheet at the end of every financial year. The balance reports the net worth of a company. It lists all the assets and their values on one side and liabilities and equity on the side. The balance sheet follows the accounting equation to indicate the total assets on one side. It shows how the assets have been financed through liabilities and equity.
Answer:
the bond worth today is $651.60
Explanation:
The computation of the amount of bond worth today i.e. present value is to be shown below:
Present value = Amount ÷ (1 + interest rate)^number of years
where,
Amount = $1,000
Interest rate = 5.5%
And, the number of years is 8
Now placing these values to the above formula
So, the worth of the bond today is
= $1,000 ÷ (1 + 0.55)^8
= $651.60
hence, the bond worth today is $651.60
