Answer:
The answer is the economic order quantity is 400 units.
Explanation:
For this question, we apply the economic order quantity (EOQ) formula developed by Ford W. Harris in 1913, to find the answer. The formula is shown as below:
EOQ =
in which: EOQ: Economic order quantity; D: Annual Demand in units; S: Cost per order; H: Annual holding cost per unit.
So by substituting the information we are given in the question, we have: D = 1,200 units; S = $80 and H = $1.2. Thus:
EOQ = = 400 units.
So, the economic order quantity is 400 units.
Answer:
103,500 units
Explanation:
Equivalent units calculation - conversion costs
Completed and transferred units (99,100 x 100 %) = 99,100 units
Ending Work in Process units (11000 x 40%) = 4,400 units
Total Equivalent units = 103,500 units
therefore,
The equivalent units of production for conversion costs for June were 103,500 units
Answer:
The Net Cash Flow is $9,300,000.
Explanation:
A statement of cash flows with amounts in thousands can be created to determine the Net Cash Flow as follows:
Ruston Company
Statement of Cash Flows
For the Year 2020
<u>Details $'000 </u>
Net Income 9,100
Adjustments from Operating Activities <u> 1,100 </u>
Net Cash Flow from Operating Activities 10,200
Net Cash Flow from Investing Activities (4,300)
Net Cash Flow from Financing Activities of <u> 3,400 </u>
Net Cash Flow <u> 9,300 </u>
Since the amount is in thousands, that implies that the Net Cash Flow is $9,300,000.
Answer:
$1
Explanation:
The marginal cost refers to the cost of producing one additional unit or serving one more customer.
In this case, we have to determine the additional cost of Jacob ordering a burrito instead of a taco. As Mason chose the tacos and they agreed to split the lunch bill evenly, if Jacob decides to eat the tacos, the cost for each of them is:
$3+$3=$6/2= $3
If Jacob decides to eat the burrito:
$3+$5= $8/2= $4
So, the marginal cost to Jacob ordering a burrito is:
$4-$3= $1