Answer:
The types of information could you collect to monitor potential political “trouble spots” around the world involves having a keen observation of various countries with the following:
1. Communism or Totalitarianism style of governance
2. Low General Standard of Living
3. Few Resource level and control of resources by the few such as Oligarchy
4. High unemployment rate
5. Low Literacy status
6. High Inflation rate
7. Political instability
8. Increased population expansion rate
9. Wide-ranged income unevenness
<span>A monopolist sells 6 units of a product per day at a unit price of $15. if it lowers price to $14, its total revenue increases by $22. this implies that its sales quantity increases by: 8 units.
To solve for the original sales amount: (6 units)($15) = $90
Next find the new unit amount: (8 units)($14) = $112
The difference between these two is a $22 sales increase which means to have the difference in sales be $22 there were 8 units sold instead of 6 units.
</span>
Answer:
The answer is: $151.49
Explanation:
To determine how much money did Irvine have at the beginning of the day we just add all his expenses to his account balance at the end of the day:
= $95.06 + $8.75 (novel) + $21.66 (shirt) + $9.13 (lunch) + $16.89 (potted plant)
= $151.49 was the amount of money Irvine had at the beginning of the day.
Answer:
Credit to cash for $302
Explanation:
Account Titles and Explanation Debit Credit
Delivery expenses $63
Miscellaneous inventory $207
Miscellaneous expense $32
Cash $302
(To record petty cash reimbursement)
Answer:
Final Value= $370,481.13
Explanation:
Giving the following information:
Amy's contribution, plus that of her employer, amounts to $2,150 per year starting at age 23. Amy expects this amount to increase by 3% each year until she retires at the age of 57 (there will be 35 EOY payments). Interest rate= 5%.
<u>First, we will add the growth of the deposits to the interest rate:</u>
Interest rate= 0.03 + 0.05= 0.08
Now, to calculate the final value, we need to use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= annual deposit= 2,150
i= 0.08
n= 35
FV= {2,150*[(1.08^35)-1]}/ 0.08= $370,481.13