Answer:
EOQ = 220.6052281 shirts rounded off to 221 shirts
The order should be placed after every 110 days.
Explanation:
The EOQ or economic order quantity is the optimum order level or quantity which minimizes the inventory related costs. This is the order quantity where the cost of ordering and the cost of holding the inventory is the minimum. The formula for EOQ is,
EOQ = √(2 * AD * O) / H
Where,
- AD refers to annual demand
- O is ordering cost per order
- H is holding cost per unit per year
Annual demand for t shirts (assuming 365 days per year) = 2 * 365 = 730
Holding cost per unit per year = 0.5 * 12 = $6
EOQ = √(2 * 730 * 200) / 6
EOQ = 220.6052281 shirts rounded off to 221 shirts
To calculate how frequently the order should be placed,we will calculate the number of orders per year by dividing the total annual demand by the EOQ.
Number of orders per year = 730 / 220.61
Number of orders per year = 3.309 or 3.31 orders per year
Number of days per order = 365 / 3.309
Number of days per order = 110.305 days or 110 days
Answer: (B) Inelastic
Explanation:
According to the question, when the price of the t-shirt get increased then it generate the high revenue. This result into the decrease in the given quantity and it is smaller change as compared to the change in the price.
This process of the quantity results into the good in the inelastic. Inelastic is the term which is refers to the static quantity of the various types of good and the services and its price are get changed.
Therefore, Option (B) is correct.
Answer:
The correct answer is True.
Explanation:
According to Maslow's theory of human needs, self-realization needs are those that seek to satisfy our own personal abilities, to develop our potential, to do what we have better aptitudes for and the need to develop and expand metamotives (discover the truth, create beauty, produce order and foster justice). This was exactly what Walter was looking for, because it was what he really loved.
Answer:
The correct answer is "$10,607.92".
Explanation:
Given:
Amount borrowed,
P = 100000
Interest rate,
r = 10%
or,
= 0.1
Time,
= 30 years
Now,
The annual payment will be:
⇒ 
($)
