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Answer: Buyer dependency
Explanation: Buyer dependency refers to the situation when the supplier of a commodity is heavily dependent on one or two buyers for operating effectively in the market. This situation is common to those organisations that do business to business sales operations.
In the given case, Zimway made a majority of sales to couture and the other buyers purchase from it in small quantities.
Hence, from the above we can conclude that this case illustrates Buyer dependency.
Answer:
Instructions are below.
Explanation:
<u>We were provided with the activity rates. To calculate the total cost, first, we need to allocate overhead to both product lines:</u>
<u></u>
Allocated MOH= Estimated manufacturing overhead rate* Actual amount of allocation base
Product K425:
Allocated MOH= (6*80) + (4*100) + (50*1) + (90*1) + (14*1) + (9*80)
Allocated MOH= $1,754
Product M67:
Allocated MOH= (6*500) + (4*1,500) + (50*4) + (90*4) + (14*10) + (9*500)
Allocated MOH= $14,200
<u>Now, we can calculate the unitary cost:</u>
Product K425:
Unitary cost= 13 + 5.6 + (1,754/200)
Unitary cost= $27.37
Product M67:
Unitary cost= 56 + 3.5 + (14,200/2,000)
Unitary cost= $66.6
The transparency of a competitive advantage refers to the extent to which COMPETITORS CAN IDENTIFY THE REASONS FOR THE COMPETITIVE ADVANTAGE OF ANOTHER COMPANY.
The transparency refers to the speed at which other companies can identify and understand the relationship of resources and capabilities that is supporting a successful company strategy.
Answer: Option (B) is correct.
Explanation:
Correct option: Decreasing marginal product.
Marginal product is the change in the level of output, when there will be an extra input employed in the production of a certain commodity.
So, Marginal Product = 
Where,
Q = Output
I = Input
Marginal product of 1st bag = 500
Marginal product of 2nd bag = 
= 300
Marginal product of 3rd bag = 
= 100
∴ From the above calculations, we can seen that as we employed one more bag of seeds as a result marginal product goes on diminishing.
Hence, Joan's production function exhibits decreasing marginal product.
