Answer:
The order results in an incremental net income of $69,278 therefore accept
Explanation:
Consider the Incremental Costs and Revenues arising from this decision.
Since Maize has sufficient excess operating capacity, fixed costs are irrelevant for this decision.
Sales (6,400 units ×$31.76) 203,264
Variable Costs (6,400 units ×$19.94) (127,616)
Logo and Shipping Costs (6,400 units ×$1.00) (6,400)
Net Income 69,248
The order results in an incremental net income of $69,278 therefore accept
Take the factors considered by earned value analysis and subtract those considered by the project S-curves. the factor(s) you have remaining are Performances.
Earned Value Analysis: Through the utilization of earned value analysis (EVA), a project manager is in a position to measure the particular amount of labor completed on a project additionally to easily review cost and schedule information. EVA offers a mechanism that allows the project to be evaluated by the quantity of progress made. This is known as Earned Value Analysis.
Factors considered by earned value analysis and subtract those considered by the project S-curves. the factor(s) you have remaining are Performances.
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Answer:
If such a headline was published, the demand for chicken and its byproducts would plummet. The demand curve would shift to the left, meaning that the quantity demanded would decrease at all price levels.
The quality of the chicken and its byproducts has changed here, since they would turn into potentially unhealthy food.
The determinant of the demand for chicken products that is altered by this article is consumer preferences. The health of consumes is at risk, which would alter their preferences due to fear of getting sick.
Answer:
25 containers
Explanation:
The computation of the number of kanban containers required is shown below:
= (Lead time demand + Safety stock) ÷ Container size
where,
Lead time demand is
= 2,000 units × 4 days
= 8,000 units
Container size = 400 units
Safety Stock is
= 1 day × 2,000 units
= 2,000 units
So, the number of kanban containers required is
= (8,000 units + 2,000 units) ÷ (400 units)
= 25 containers
We simply applied the above formula
Answer:
45
Explanation:
Number of Kanbans = demand during lead time + safety stock÷ size of container
Number of Kanbans = [(1977 * 6) + 1.5 * 1977] / 328
=(11,862)+(2,965.5)/328
Number of Kanbans
=14,827.5/328
= 45
Therefore we would need 45 kanbans for this connector.