I think it’s C, please forgive me if I’m wrong
Answer:
<em>Regular savings account </em>
Explanation:
<em>One requires to commit small amounts of income each month on a regular savings account.</em>
In exchange for providing your savings provider a fixed level of income every month, they normally pay you a higher rate of return than, for instance, if you invest a lump sum in a cash ISA or easy access account.
However, the best regular savings rates also exceed the prices on the longer fixed-rate offers offered.
This type of account has rigorous terms of service that may cause you to lose your competitive rate if you fail to adhere to them.
Answer: 12.67%
Explanation:
The effective interest rate on a borrowing is the net annual interest cost divided by the net available proceeds from the borrowing. Dichter gross annual interest cost is $240,000 ($2,000,000 x 12%). Dichter is required to maintain a compensating balance of $400,000, which is $200,000 more than their normal balance of $200,000. Therefore, Dichter earns incremental annual interest revenue of $12,000 ($200,000 x 6%) on the excess compensating balance. The net annual interest cost is $228,000 ($240,000 - $12,000). The net available proceeds from the borrowing is $1,800,000 ($2,000,000 loan less $200,000 excess compensating balance). Therefore, the effective annual interest rate is 12.67%
Answer:
All of them.
Explanation:
Accounting systems are designed to show the increases and decreases in each financial statement item as a separate record. This record is called an account. In the T account, the debit is on the left and the credit is on the right.
The equity for credits and debits for each transaction is build into the accounting equation: assets = liabilities + equity. Because of this doble equality, this system is called double entry accounting system.
In balance sheet accounts:
-asset accounts debit for increases and credit for decreases.
-liability accounts debit for decreases and credit for increases.
-equity accounts debit for decreases and credit for increases.
