Answer:
the free cash flow is $145,000
Explanation:
The computation of the free cash flow is given below:
The free cash flow is
= cash flow from operating activities - capital expenditures
= $345,000 - $200,000
= $145,000
hence, the free cash flow is $145,000
The same should be considered and relevant
Answer:
D
Explanation:
I think it is D a city government owns and operates all Waste Management Services .
Answer:
B. FALSE
Explanation:
This economy is currently at its natural rate of unemployment because there is <u>no cyclical unemployment</u>
In macroeconomics, <u>full employment is the level of employment rates where there is no cyclical or deficient-demand unemployment. </u>
<u>The economy is considered to be at full employment when the actual unemployment rate is equal to the natural rate</u>.
Hence, it is false to allege that the economy in the given scenario is not currently at its natural rate of unemployment
Answer:
Fox Resources
Units of common stock in issue = $5,000,000 divided $20 = 250,000 units
A. Earnings per share = Net income (after deducting preferred stock interest) divided by number of outstanding shares in issue
We assume the Net income provided already has deducted interest on preferred stock
= 600,000/250,000
= $2.4
B. Price Earning Ratio
= share price divided by the Earnings per share
= 20/2.4
= 8.33
C. Dividend Per share
= Dividend paid divided by number of common stock issued & outstanding
= $125,000/250,000
= $0.50
Answer:
Kanban container size = 73
Number of kanbans needed = 5
Explanation:
Kanban container size (Q):
Q = SQRT [(2 x D x S) / H x (1 - d/p)]
where,
D = Annual demand
S = Setup cost
H = Holding cost
d = Daily usage
p = Daily production
Putting the given values in the above formula,
CONTAINER SIZE = SQRT ((2 * ANNUAL DEMAND * SETUP COST) / (HOLDING COST * (1 - (DAILY USAGE / DAILY PRODUCTION))))
Q = SQRT [(2 x 4,000 x $30) / $125 x (1 - 16/25)]
Kanbans container size = 73 units (Rounding off to the nearest whole number)
NUMBER OF KANBANS = DEMAND DURING LEAD TIME + SAFETY STOCK / SIZE OF CONTAINER
K = ((16 * 16) + (4 * 25) / 73 = 5