Answer: (B) Backward induction
Explanation:
The backward induction is basically used for making the decisions and it is the process of solving the various types of problems by determining the action properly.
In any type of situation, the backward induction basically used the optimal strategy type for making some effective result of the given situation.
According to the given scenario, Elly should use the backward induction process for making the decisions more effectively regarding her shop.
Therefore, Option (B) is correct.
The amount of effort that you put into your courses increases the marginal
cost of your education.
Marginal cost refers to the incremental cost which is accrued as a result of
increase in goods and services.
In this scenario, amount of effort put into courses entails more time and
money spent from buying of books and other materials. This therefore
depicts an increase in the incremental and marginal cost.
Read more about Marginal cost here brainly.com/question/16615264
Answer:
$444.42
Explanation:
For computing the saving amount, first need to calculate the economic order quantity, total cost etc
The economic order quantity is
where,
Annual demand is
= 774 packaging crates × 12 months
= 9,932 crates
And, the carrying cost is
= $12 × 34%
= $4.08
= 363.37 crates
Now the total cost is
= Annual ordering cost + Annual carrying cost
= Annual demand ÷ Economic order quantity × ordering cost per order + Economic order quantity ÷ 2 × carrying cost per unit
= 9,288 ÷ 363 × $29 + 363 ÷ 2 × $4.08
= $742.02 + $740.52
= $1,482.54
Now the total cost in case of 774 packing crates is
= Annual ordering cost + Annual carrying cost
= Annual demand ÷ Economic order quantity × ordering cost per order + Economic order quantity ÷ 2 × carrying cost per unit
= 9,288 ÷ 774 × $29 + 774 ÷ 2 × $4.08
= $348 + $1,578.96
= $1,926.96
So, the annual saving cost is
= $1,926.96 - $1,482.54
= $444.42
Answer:
option (c) $600
Explanation:
Given:
Tax = $4 per unit
Initial equilibrium quantity = 2,000 units
Final equilibrium quantity = 1,700 units
Decrease in consumer surplus = $3,000
Decrease in consumer surplus = $4,400
Now,
Deadweight Loss is calculated using the formula:
Deadweight loss
= × Tax × (Original equilibrium quantity - New equilibrium quantity)
on substituting the respective values, we get
Deadweight loss = × 4 × (2,000 - 1,700)
or
Deadweight loss = 2 × (3) = $600
Hence,
the correct answer is option (c) $600
Answer:
The incremental cost is $198,000
Explanation:
Given;
Current cost per unit to manufacture = 66,000 units
Direct materials = $5.00
Direct labor= $9.00
Overhead = $10.00
Total cost per unit = $24.00
Incremental costs = $1,254,000 - $1,056,000 = $198,000