We would need to see the graph, but the equilibrium point is where the wage paid is equal to the supply of workers. On a graph, this would be the point where the two lines intersect. That is the point where the supply of people willing to do the job at a certain rate, meets the company's demand for workers and the rate they are willing to pay.
Answer:
The answer is A.
Explanation:
They are easier to buy and sell than other forms of investment. When they say an asset is liquid, it means it can easily be turned or converted to cash. Liquid stocks and bonds are easier to sell and buy because they will be see a buyer and seller to pay in exchange for cash.
Illiquid means they are difficult to sell and buy or they are difficult to be converted to cash
Answer:
The adjusting entries are given below
Explanation:
Adjusting Entries
Dec 31 (Accrued Interest) Debit Credit
Interest expense $410
Interest payable $410
Dec 31 (Service Revenue) Debit Credit
Account receivable $1,790
Service revenue $1,790
Dec 31 (Salary expense) Debit Credit
Salary expense $750
Salary payable $750
Answer:
Instructions are below.
Explanation:
Giving the following information:
Jill:
Weekly deposit= $96.15
The number of weeks= 30*52= 1,560
Interest rate= 0.098/52= 0.00189
Joe:
Annual deposit= $5,000
Number of years= 30 years
Interest rate= 9.8%
To calculate the final value of Jill and Joe, we need to use the following formula:
FV= {A*[(1+i)^n-1]}/i
A= weekly/annual deposit
<u>Jill:</u>
FV= {96.15* [(1.00189^1,560)-1]} / 0.00189
FV= $916,853.88
<u>Joe:</u>
FV= {5,000*[(1.098^30)-1]} / 0.098
FV= $791,953.50
Answer:
$1,498.86
Explanation:
Given that;
Packing of crates per month(u) = 779
Annual carrying cost of 39% of the purchase price per crate
Ordering cost (S) = $27
D = 779 × 12 = $9,348 crates per year
H = 0.39P
H = 0.39 × $12
H = $4.68 crates per year
Total ordering cost = D/Q × S
= ( $9,348 / 779 ) × $27
= $324
Total Holding cost = Q / 2 × H
= ( 779 / 2 ) × $4.68
= $1,822.86
Annual savings = Total holding cost - Total ordering cost
= $1,822.86 - $324
= $1,498.86
The firm would be saving $1,498.86 annually.