Factors of production are the parts of the economy that: c. are necessary for creating goods and services.
Option C
Answer:
The begining cash balance = $4100
Explanation:
Given:
Cash receipts = $7900, Cash disbursements = $ 9400, Ending cash balance = $2600.
<u>To find out the cash balance at the begining of the month, the following is to be used </u>
Begining Cash balance = Ending cash balance + cash disbursements - cash receipts
Putting the given figures in this we get,
Begining Cash balance = $2600 + $9400 - $7900
= $4100
Answer:
One of the main economic issues in developing countries is rampant corruption or extremely inefficient government institutions. This means that less government intervention is always better in developing countries.
On the other hand, in developed countries, the checks and balances system exists within government institutions and even though corruption may exist, it is not as widely spread. The most severe economic problem in developed countries is inequality and huge economic actors. This is why activist policies may be necessary in developed countries, at least in certain economic sectors.
Answer:
Option d would be the appropriate choice.
Explanation:
- At either the vertices including its continuum that ranges exist the optimal solutions towards linear programming challenges. Throughout this instance, the feasible area is just the section between some of the blue as well as red sections of the green map.
- The green squares that describe the point of convergence between some of the red or green outlines seem to be the optimal solution.
Some other choices don't apply to the specified situation. So, the best one is the one mentioned.
Answer:
Bond Value is $347.30
Explanation:
Zero coupon bond does not offer any return on the bond that's why it is issued on deep discount value.
Number of years = n = 20 years
Face value = F = $1,000
YTM = 5.43%
Price of the Bond = [ F / ( 1 + r )^n ]
Price of the Bond =[ $1,000 / ( 1 + 5.43% )^20 ]
Price of the Bond =[ $1,000 / ( 1.0543 )^20 ]
Price of the Bond = 347.30
