Answer:
The optimal order quantity is 316 pounds
Explanation:
In order to calculate What daily order quantity is optimal, we have to calculate first The cost of underestimating the demand Cu and cost of overestimating demand Co
Cu = ($0.60 - $0.50)*4 = $0.40
Co = $1 - $0.80 = $0.20
Next we have to calculate the Service Level = Cu / (Cu + Co)
= 0.40 / (0.40 + 0.20)
= 0.40/0.60
= 0.6667
So, Z Value at above service level = 0.430727
Therefore, in order to calculate the Optimal Order quantity, we would have to use the following formula
Optimal Order quantity= Mean + Z Value × Std Deviation
= 301 + 37 * 0.430727
= 301 + 15.36899
= 316 pounds
Which of the following is an example of irregular income?
A. A full-time job
B. A part-time job
C. A graduation gift
D. Both b and c
The answer is C
Answer:
Real GDP will rise by $100 million
Explanation:
Aggregate Demand [AD] is total amount of goods & services, all sectors of an economy are planning to buy . So AD = Aggregate Planned Expenditure [APE]
Aggregate Supply [AS] is total amount of goods & services, all sellers are planning to sell. As total output value of goods & services produced is distributed among factors of production, AS = National Income [NY] = GDP
At equilibrium : AD or APE = AS or NY or GDP
If AD or APE increases by $100 million :
AD or APE > AS or Aggregate Planned Production or GDP . This implies willingess to buy > willingness to produce. So, inventory levels will fall below desired level. To mantain inventory level, production [AS] & income level [GDP] will rise till it becomes equal to risen AD or APE
So, GDP will also rise by $100 million
Answer: Trade Industries
Explanation:
Trade industries survive as long as people and businesses can afford to trade goods and services. If entities are unable to afford consumption for a reason such as a decline in income, the trade industries will suffer.
When the economy is not healthy, income levels of people will reduce and so trade industries will suffer as opposed to a healthy economy where entities can afford goods and services which will ensure the survival of trade industries.
Given that <span>Jordan
routinely eats an early lunch around 11:00 am. Even if there's no clock
in sight, Jordan can tell when it's almost 11:00 am because he feels
hungry and wants to eat.
The explanation that accounts for this is </span>Jordan has become classically conditioned so that the time of the day,
11 AM, is a conditioned stimulus (CS) for him, triggering internal
bodily changes that increase his desire to eat.
