Answer and Explanation:
The computation is shown below:
a. For Account receivable days is
= Total number of days in a year × account receivable balance ÷ Sales
= 365 days × $50,000 ÷ $445,000
= 41.01 days
b. For inventory days
= Total number of days in a year × inventory balance ÷ Cost of Goods sold
= 365 days × $50,000 ÷ $280,000
= 65.18 days
c. For Account payable days
= Total number of days in a year × account payable balance ÷ Cost of Goods sold
= 365 days × $42,000 ÷ $280,000
= 54.75 days
d. For a cash to cash days
= Account receivable days + inventory days - account payable days
= 41.01 + 65.18 + 54.75
= 51.44 days
Answer: attached to other houses in a long row in a building that is owned by a landlord housing owned by shareholders.
An apartment is a row of houses with one common entrance and a hallway. It belongs to one building wherein the rows of apartment are attached and is managed by landlords.
D. Manage the technological areas pf the company
Answer:
Results are below.
Explanation:
Giving the following information:
January $2,700 300
February $3,000 350
March $3,600 500
April $4,500 690
May $3,200 500
June $5,500 700
<u>To calculate the variable and fixed costs, we need to use the following formulas:</u>
Variable cost per unit= (Highest activity cost - Lowest activity cost)/ (Highest activity units - Lowest activity units)
Variable cost per unit= (5,500 - 2,700) / (700 - 300)
Variable cost per unit= $7
Fixed costs= Highest activity cost - (Variable cost per unit * HAU)
Fixed costs= 5,500 - (7*700)
Fixed costs= $600
Fixed costs= LAC - (Variable cost per unit* LAU)
Fixed costs= 2,700 - (7*300)
Fixed costs= $600
Answer:
Explanation:
A monopolist Inverse Demand Curve is Given as: P=24-Q
And we are also Given the Marginal Cost (MC) = $6
The Revenue of the Monopolist would be:
R=PXQ = 24Q - Q
Marginal Revenue= 24-2Q
A) Monopolist would produce at the price corresponding to the quantity of : MR=MC
24 – 2Q = 6
20 = 24 – 6 = 18
Q = 9
SO the Profit maximizing price would be: P=24-Q = 24-9 = 15
Thus profit maximizing price and Quantity are: P^*= $15 and Q^*=9
Profit = Revenue - Cost
Cost = Average Cost * Quantity = 6Q
Profit = 24Q-Q2-6Q = 18Q - Q2 = 18 X 9 -9
Profit = 81
Part B::
Now Government imposes a tax, on this monopolist, T.
So new MC= 6+T
Lets solve for Profit maximizing Price:
MR=MC
24-2Q=6+T
Q=\frac{18-T}{2}
and Price:
P=24-Q = 24-\frac{18-T}{2}
P=15+\frac{T}{2}
Thus Now the monopolist would charge Half of this tax from consumers.
