Answer:
a. Global used $20 million of its available cash to repay $20 million of its long-term debt.
Explanation:
Answer: True
Explanation: By conducting a small project as a proposal, a contractor is actually showing in a small scale that he is both capable, is the right man for the job (external project) and is able to ensure the external project is completed with its goals and objectives accomplished. It is these goals that drive the project, and all the planning and implementation . As such, the project has to be compelling and complete.
True gives the answer to the question.
Answer:
the purchasing power of money to decrease.
Explanation:
Inflation, in economic terms, refers to the rise in the price of the goods and services for a certain period of time. The value of money is decreased.
With the commencement of Inflation, the purchasing power of the money falls. With the rise in the price, the monetary value of the money decreases which leads to purchase fewer goods and services.
Answer:
The estimated finished goods inventory balance at the end of November is closest to: $383,800.
Explanation:
<em>First calculate the units of ending finished goods inventory for November </em>
units of ending finished goods inventory = 10,100 × 40%
= 4,040 units
<em>The determine the unit standard cost</em>
Raw materials ( 5 × $1.00) = $5.00
Direct labor (3.0 × $19.00) = $57.00
Manufacturing overhead : Variable (3.0 ×$11.00) = $33.00
Unit Standard Cost = $95.00
<em>Finished goods inventory balance</em>
Finished goods inventory balance = units of ending finished goods inventory × unit standard cost
= 4,040 units × $95.00
= $383,800
Answer:
maximize revenue is ( 100 , 40000 )
Explanation:
given data
charges customers between = $65 and $200 per day
linear function n(p) = 800−4p
p = daily rental charge
to find out
company charge each customer per day to maximize revenue
solution
we know that Revenue = n(p)*p
so given equation
R(p) = 800 - 4p × p
R(p) = 800p - 4p² ...................1
so now find critical point here that is
f' (p) = 
800p - 4p²
= 800p - 4p²
= 800 (1) - 4 
800 - 8p
solve it 800 - 8p = 0
p = 100
now put extreme point x = 100 into equation 1
y = 800 p - 4p²
y = 800 (100) - 4 (100)²
y = 40000
so maximize revenue is ( 100 , 40000 )
