Answer:
The EOQ is 242 units
Explanation:
Economic Order Quantity: The Economic order quantity is that quantity which is to be produced by minimizing the ordering cost and the carrying cost
The computation of the economic order quantity is calculated by applying the formula which is shown below:
=
=
= $242 units
The Economic order quantity should always be expressed in units.
The other items which are mentioned are irrelevant. Hence, ignored.
Answer: 0.11 or 11%
Explanation: The dollar-weighted return (DWR) measures the rate of return of an investment or a portfolio, taking under consideration the timing of flows. for every deposit, add the resulting amount to the start balance, and for every withdrawal, subtract that quantity. Check the attachment for the solution.
Once you've got both numbers, divide the first by the second. which will offer you the dollar-weighted investment return, which you'll then multiply by 100 to give you a return in percentage terms.
<u>Answer</u>:
Major activities of the Planning Section include: D) Preparing and documenting Incident Action Plans.
<u>Explanation</u>:
The Planning section is responsible for various activities carried out in Incident Command System or ICS. ICS is used to respond to emergencies in the United States. The activities that befall under this section are mostly related to plannings.
These activities are: collecting and evaluating information, preparing and maintaining documents of incidents, etc. Preparing and maintaining the incident documents is an essential task and requires accuracy in representing the facts and figures. Hence, we can say that D is the only activity in the planning section of the ICS.
Answer:
$202,200
Explanation:
DINK (double-income no kids): It suggest to add half all the marriage debt to the funeral expenses:
To the funeral expenses you will add half of the debts:
350,000 / 2 = 175,000 for mortgage
18,600 / 2 = 9, 300 for atomobile loan
5,200 / 2 = 2,600 for credit card debt
9,800 / 2 = 4, 900 other debt
funeral exp <u> 10, 400 </u>
<em>insurance: 202,200</em>