Answer:
12.88%
Explanation:
Angela's disposable income $2,368
monthly expenses including recreational expenses ($2,127)
net cash flow $241
after expenses are reduced by $64, her net cash flow will increase to $305
Angela's monthly savings rate = (net cash flow / disposable income) x 100 = $305 / $2,368 = 12.88%
A person's savings rate is how much money they save (do not spend) compared to their total disposable income.
Answer:
$68,000
Explanation:
The long-term note payable is a debt that is formally established through a written agreement. An example of long-term note payable is a bank loan.
When the principal and the interests of a long-term note are paid, they represent Cash outflows from the business and are recorded in the Cashflow Statement. However, their treatments are different. Another way to put it is that they bring a reduction in the cash of the organisation.
The $68,000 principal amount paid is an outflow from the company that is recorded in the financing activity section of the Cash Flow Statement
The Interest of $5,440 is also an outflow from the business but it is reported in the operating activity section of the Cash Flow Statement. The reason for its report is that it is actually reported in the Organisation's Statement of Income as an expense for the year. It, therefore, qualifies as an operating activity expense or outflow.
Answer: creeping featurism
Explanation: Creeping featurism is a slang used for the term feature creep. It refers to the problem faced by the consumers due to continuous addition of features in an existing product. These addition make the product more complex and hard to use for the users.
In the given case, some customers of mobile phone have a belief that the new features added to the phones have made it complex and less reliable.
Thus, we can conclude that the given case is an example of creeping featurism.
They dont see the end benefit
Not 100% on this one
A=p(1+rt)
A=future value
P=present value
R=interest rate
T=time
If you want to find present value
P=A/(1+rt)
If you want to find interest rate
R=[(A/p)-1]divided by t
Finally if you want to find time
T=[(A/p)-1]divided by r
