Asia the crusades fought holy wars
<h2>Joshua would lose and Sue would benefit from unanticipated inflation.</h2>
Explanation:
- Both Joshua and Sue are associated with fixed pension and fixed interest respectively.
- Now the value of money goes down due to inflation
- So to live as usual, Joshua need to spend some extra money. But considering the fixed income, it's a lose to Joshua
- Whereas Sue is associated with fixed interest of mortgage. She is benefited because, though the inflation has changed the value of all other products, but the fixed interest rate does not change.
- "Fixed-rate mortgage holders are inflation winners", says "Thoma, professor of economics at the University of Oregon"
Answer:
C. requires visionary and directional thinking
Explanation:
Strategic planning: This planning applies to the long-term planning regarding available resources, costs and time that helps to achieve an organization's goals and objectives efficiently and effectively by considering the strategic vision, and strategic mission of the company
It also deals with the long term decisions that help the organization in a better way with respect to the better returns in terms of profit
Answer:
The balance sheet category in which an entity typically would place each of the following items:
1. _Non-Current Assets_ Long-term receivables
2. _(Non-Current Assets)__ Accumulated amortization
3. __Current Liabilities__ Current maturities of long-term debt
4. Page 192_Current Liabilities_ Notes payable (short term)
Explanation:
A company's balance sheet has three main categories: assets, liabilities, and owners' equity. The assets are usually classified as Current Assets or Non-Current (long-term) Assets. On the other side of a balance sheet, there are the Liabilities and Owners' Equity. The Liabilities are classified into Current Liabilities and Non-Current Liabilities. Usually, the Owners' Equity is made up of Owners' Capital and Retained Earnings.
Answer:
The correct answer is:
$73,009 (a.)
Explanation:
Future value is the accumulated compounded interest on a certain amount (present value) invested over a specified period of time.
To calculate the future value or present value, the nominal annual interest, the duration of investment and the present value or future value respectively must be known. The relationship is shown mathematically as:
or 
where FV = Future value
PV = present value
i = nominal interest rate in percentage
n = number of compounding period
note: nominal interest rate is interest rate before inflation adjustments or interest rate before the effect of compounding
In this question, we are to determine the present value (PV), because the future value after 25 years is set as $500,000.
∴
= $73,009 (to the nearest dollars)
