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Answer:
differential cost of producing product C = $24 per pound
Explanation:
given data
B currently selling = $30 per pound
produce cost = $28 per pound
C would sell = $60 per pound
produce additional cost = $24 per pound
to find out
What is the differential cost of producing Product C
solution
we get differential cost of producing product C is express as
differential cost of producing product C = cost of (B+C) - cost of B .............1
put here value we get
differential cost of producing product C = (28+24) - 28
differential cost of producing product C = $24 per pound
<span>Competition and the price of goods and services have a direct relationship. If there is more competition in a specific market then prices tend to lower; this is a good thing for consumers. For example; two companies are competing to sell more cell phones than their rival. If one company figures out a way to lower production costs and sales, the other will soon follow to keep up with the competition. </span>
Answer:
Learning curve theory states that as the quantity of a product produced increase , the man-hours per unit expended producing the product decrease.
Explanation:
The learning curve states that if a person performs similar task again and again, then after a period of time there will be an improvement in his/her performance.
It is calculated using following formula.
Y = ax^b
.
Y = cumulative average time per unit or batch.
a = time taken to produce initial quantity.
X = the cumulative units of production or, if in batches, the
cumulative number of batches.
b = the learning index or coefficient, which is calculated as:
log learning curve percentage ÷ log 2. So b for an
90 per cent curve would be log 0.9 ÷ log 2 = – 0.152