Answer:
100 times per year
Explanation:
Data provided in the question:
Annual Demand , D = 320,000 boxes
Cost of storing one box, C = $10
Plant set up cost for production, c = $160
Now,
The optimal ordering quantity = 
or
The optimal ordering quantity = 
or
= 3200
Therefore,
Number of timer in year company produce boxes = 
= 
= 100 times per year
Answer: Alternative 3 will be selected.
Explanation:
The system that should be selected is the alternative that is better than the other alternatives by being higher than MARR if selected.
First compare A1 to A0
The rate of return here is 18% which is higher than the MARR of 15% so Alternative 1 should be chosen over A0 which is to do nothing.
Compare A1 to A2
If A2 is chosen over A1, the incremental return is 10% which is less than the MARR of 15% so A2 should not be chosen over A1. A1 should instead be chosen over A2.
Compare A1 to A3
If A3 is chosen over A1 then the incremental return would be 18%. This is higher than the MARR of 15% so Alternative 3 should be chosen over Alternative 1.
Alternative 3 should be chosen over A1 which should be chosen over A2 and A0.
A3 will therefore be selected.
Answer: A. A QR code that is scanned and decodes information directly on the phone
Explanation:
This is the best option as QR codes are usually inserted into print media to give more information about something when they are scanned. They can even be used to give discounts.
Human technology has not reached the point where either pop-ups, interactive content, or image projections can appear on print media so options B through E are wrong.
Answer:
$65
Explanation:
The computation of the break even price for this position is shown below:
Break even price is
= Strike price - premium
= $70 - $5
= $65
The stock goes upward to $65 so you lose only $5 but it falls than the stock would be $0
Hence, the break even price of this position is $65
Therefore by applying the above formula we can get the break even price and the same is to be considered
