Answer:
D. $1 comma 000 billion increase
Explanation:
The reserve requirement ratio determines the total amount of checkable deposits a bank must keep.
In this case the reserve ratio it's 5%, which means that the total amount of deposits cannot exceed an amount equal to 20 times its reserves.
If the reserves increase by $50 billion then $50/0,05 = 1.000 billion increase.
Definition: the skill and risk taking ability of the person who brings the other resources or factors of production together to produce a good or service e.g. the owner of a business. These people are called entrepreneurs
Opportunities of an entrepreneur:
• involves the sale or lease of any product, service, equipment that will enable the purchaser-licensee to begin a business.
• invest in (multiple) businesses
•quality content
• foreign markets
•crowdfunding
Answer:
The amount of the impairment loss for this asset is <u>$110,000</u>
Explanation:
A assets is impaired when the fair market value of that assets lowers than the book value of the asset.
To calculate the impairment of an assets following formula is used
Impairent = Book value of Asset - fair market value of the asset
Placing values in the formula
Impairent = $700,000 - $590,000
Impairent = <u>$110,000</u>
Answer: Bonds do not affect owner control.
Explanation:
Bonds are simply refered to as the units of corporate debts which are being issued by companies. It is a fixed income instrument and its advantage is that the bonds do not affect owner control.
Bonds can also bring about a rise in the return on equity. Therefore, the correct option is A.
Answer:
The correct answer is option (A) $519,799.59.
Explanation:
According to the scenario, the given data are as follows:
Payment 1st year = $218,000
Payment 2nd year = $224,000
Payment 3rd year = $238,000
Rate of interest = 14.5%
So, We can calculate the amount Southern Tours willing to pay by using following formula:
We add the payment for 3 years by simple interest as:
=
+
+ 
=
+
+ 
= $519,799.59
Hence, the amount Southern Tours willing to pay is $519,799.59.