The main problem will arise when it has to be with converting the public good to numbers where it can be interpreted and studied. The number of people can also be something difficult to deal with because it deppends on the distance of the people seeing the fireworks show and if the distance is ok for the number of people looking at the fireworks
Answer:
$96,000
Explanation:
The computation of the overhead amount assigned to Product A1 each year is shown below:
= Overhead cost incurred per year ÷ number of hours worked by machine department × machine hours at Product A1
= $480,000 ÷ 5,000 hours × 1,000 hours
= $96,000
We simply applied the above formula so that the overhead cost assigned could come
Answer:
Cp = 1.667
Cpk = 1.25
The filling process will deliver the customer's specifications since Cp > 1 and Cpk > 1
Explanation:
Given data:
Customer Specification 3.98 4.02
Process Average 4.005
Process Standard Deviation 0.004
<u>Calculate the Cp and Cpk values</u>
Cp = Δ customer specification / ( 6 * std )
= (4.02 - 3.98 ) / ( 6 * 0.04 )
= 0.04 / 0.24 = 0.1667 + 1 = 1.667
Cpk ( upper ) = ( 4.02 - process average ) / ( 3* std )
= ( 4.02 - 4.005 ) / ( 3 * 0.004 ) = 1.25
Cpk ( lower ) = ( process average - 3.98 ) / ( 3 * std )
= ( 4.005 - 3.98 ) / ( 3 * 0.04 ) = 2.083
Cpk = minimum value of Cpk = 1.25
The aggregate demand curve often shifts to the components of aggregate demand. The Decreased interest rates will shift the aggregate demand curve to the right and increased output demanded.
- The component that is often shifted are consumption spending, investment spending.
In expansionary monetary policy the central bank often makes the supply of money and loanable funds to increase, this in turn will lowers the interest rate, promoting additional borrowing for investment and consumption, and there shifting aggregate demand right.
The rate of government spending, and often rise.
An aggregate demand curve is known to show the total spending on domestic goods and services at each price level.
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Hello there,
The answer to your question is reliability
Hope this helps :))
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