<u>Answer:</u>
<em>During</em><em> light downpour or day off,</em><em> teams can work; be that as it may, at whatever point the downpour or snow is </em><em>influencing perceivability</em><em> or there is lightning, a field group ought not be working. </em>
<u>Explanation:</u>
A <em>common problem in surveying</em> is to determine the altitudes of a series of points with respect to some reference point.
The <em>measurements are subject to error</em>, so more observations are taken than are strictly necessary to determine the altitudes, and the resulting over determined system is solved in the <em>least-squares sense to smooth out errors. </em>
Answer: Attached below is the missing data related to your question
answer : 66 boxes
Explanation:
<u>Determine the number of boxes of screws that ADR should order </u>
we can determine the number of boxes by applying the relationship below
Q ( quantity of boxes ) = d ( T + L ) + SS - I ------ ( 1 )
where: d = 2 ( average daily demand )
T = 21 ( frequency of visit by local rep )
L = 4 ( lead time )
SS = 20 , I = 4
back to equation 1
Q = 2 ( 21 + 4 ) + 20 - 4
= 2 ( 25 ) + 16
= 50 + 16 = 66 boxes
Answer:
15.05%
Explanation:
Calculation to determine the expected return on a portfolio
Using this formula
Expected return = (Return on stock A * Percentage invested in stock A) + ( Return on Stock B * Percentage invested in Stock B)
Let plug in the formula
Expected return= (20% * 67%) + (5% * 33%)
Expected return= 13.4% + 1.65%
Expected return= 15.05%
Therefore the expected return on a portfolio is 15.05%
Answer:
199.02 units
Explanation:
The computation of the economic order quantity is shown below:
Data provided in the question
Annual demand per year = 5,750 units
The Cost of each units = $96
The inventory carrying cost per unit per year = $9
The average ordering cost per order = $31
So, economic order quantity is


= 199.02 units
Hence, the economic order quantity is 199.02 units