Answer:
EOQ= 300 units
Annual ordering cost= $3750
Annual holding cost =$3750
Re-order point =100 units
Explanation:
The Economic Order Quantity (EOQ) is the order size that minimizes the balance of ordering cost and holding cost. At the EOQ, the carrying cost is equal to the holding cost.
It is computed using he formulae below
EOQ = √ (2× Co× D)/Ch
EOQ = √ (2× 75× 15,000)/25
EOQ = 300 units
Annual holding cost
= EOQ/2 × holding cost per unit
= 300/2 × $25
=$3750
Annual ordering cost
= Annul demand/EOQ × ordering cost per order
=( 15,000/300)× $75
= $3750
Re-order Point
Maximum consumption × maximum lead time
=( 15,000/300)× 2 = 100 units
Answer:
The cost of equity is 9.91%
Explanation:
The constant growth model of the DDM is used to calculate the price of the share or the fair value per share based on a constant growth in dividends and the required rate of return which is also known as cost of equity.
Plugging in the available values in the formual we can calculate the cost of equity or the required rate of return.
73.59 = 4.57 / (r - 0.037)
73.59 * (r - 0.037) = 4.57
73.59r - 2.72283 = 4.57
73.59r = 4.57 + 2.72283
r = 7.29283 / 73.59
r = 0.0991 or 9.91%
Answer: "The rise in the price of a pair of running shoes will increase the supply of running shoes".
This statement is <u><em> false</em></u> because <em><u>a decrease in demand for running shoes does not increase the price of a pair of running shoes and an increase in the price of a pair of running shoes does not increase the supply of running shoes. </u></em>
This occurs as the price of a pair of running shoes increases,therefore decreasing the demand and thus the supply will not increase.
Answer:
The optimal stocking level is 45 muffins.
Explanation:
First we have to calculate the Overage cost Co = Purchase price - Salvage value = $0.2 - 0 = $0.2
Then the Underage cost Cu = Selling price - Purchase price =$0.80 - $0.2 = $0.60
Service level = Cu / (Cu + Co) = $0.60/($0.60+$0.2) = $0.75
Hence, optimal stocking level = Minimum demand + Service level *(Maximum demand - Minimum demand)
optimal stocking level = 30 + 0.75*(50-30) = 45
The optimal stocking level is 45 muffins.
Optimal stocking level = 68.75 Muffins
Or think about it it’s easy
