Answer:
1,200 hours
Explanation:
Solving mathematically this will be :
<em>y = ax^b</em>
where,
y is the cumulative average time required to produce x units
a is the time required to produce the first unit of output
x is the number of units of output under consideration
b is the log of the Learning Curve % divided by Log 2
The firm use 150 hours to work on the product during the second month
Amount of time used in the first month will be calculated as :
y = 400(8)^(-0.322)
= 204.8 hours (average)
Total for 8 units = 204.8 hours × 8 units
= 1,638.40 hours
Amount of time used for the total months to manufacture 18 units :
y = 400(18)^(-0.322)
= 157.74 hours (average)
Total for 18 units = 157.74 hours × 18 units
= 2,839.32 hours
Therefore,
Hours to be used in the second month = Time on 18 units - Time on 8 units
= 2,839.32 hours - 1,638.40 hours
= 1,200 hours
So, the firm use 1,200 hours in total for the 10 units. Which gives an average of 120 hours per unit
The correct answer in the space provided is the total
quality management. The total quality management is where it is responsible for
causing an improvement in regards of improving the ability of an organization
or group in a way of delivering their services or products to their consumers.
Answer:
The correct word for the blank space is: lower; buyers to offer higher prices.
Explanation:
In a market driven by supply and demand laws, shortages are caused because of excess in demand as a result of lower prices. Thus, that price is lower than the equilibrium price. Besides, if there is a need to push that price to its equilibrium level, sellers will have to increase the price implying buyers will have to offer higher prices.
Answer:A$460 loss
Explanation:
The value of the $ compare to LCU has fallen by $0.02 ( 1.08 to $1.10)
multiply by LCU $23000
