Answer:
E) Bright: No dominant strategy, Sparkle: Strategy 1
Explanation:
The payoff matrix above shows the profits associated with the strategic decisions of two oligopoly firms, Bright Company and Sparkle Company. The first entries in each cell show the profits to Bright and the second the profits to Sparkle. What are the dominant strategies for Bright and Sparkle, respectively?
Bright: No dominant strategy, Sparkle: Strategy 1
Answer:
The answer is: the <u>supply of</u> sugar to <u>decrease</u> and its price to <u>increase</u>.
Explanation:
Factories that process sugarcane have to decide what quantities will they produce of sugar and ethanol. If they produce sugar, they can'y produce ethanol, and vice versa.
So when the price of ethanol increases, sugarcane factories will increase the quantity supplied of ethanol, therefore reducing the quantity supplied of sugar. Since the quantity supplied of sugar decrease by external factors not related to its demand, then the price of sugar will increase since the quantity demanded will be more than the quantity supplied.
Answer:
1. 300 tires
2. 150 units
3. 32 times
4. 11.4 days
5. $2,400
6. $2,400
Explanation:
Economic order quantity is the quantity at which business incur minimum cost. This is the level of order where the holding cost equals to the ordering cost of the business.
Material cost remains the same whatever the the order level. The costs that vary with the change in order level are ordering cost and holding cost.
The cost incurred to for each order placed is called ordering cost and cost which incurred to hold the inventory for a specific period is called holding cost.
EOQ = 
EOQ = 
EOQ = 300 units
1. EOQ is the level of order That should be placed to minimize the total cost of the business. The manager should order 300 tires in each lot.
2.
Average Inventory = EOQ / 2 = 300 / 2 = 150 units
3.
Number of orders = Total yearly demand / EOQ = 9,600 / 300 = 32 times
4.
Number of days = ( EOQ / total demand ) x 365 = 300 / 9600 x 365 = 11.4 days
5.
Fixed ordering cost = Total Demand / EOQ x $75 = (9600 / 300) x $75 = $2,400
6.
Holding cost = Average Inventory x holding cost per unit = 150 units x $16 = $2,400
Here Holding cost and ordering cost is same at EOQ level.