Answer: 88.89 or 89
Explanation: Futures contract refers to a legal binding which obligates a buyer and seller to transact about a commodity, good, security or services at a predetermined price but goods are delivered or paid for in the future.
Given the following ;
Portfolio value(p) = $20million
Portfolio Beta (b) = 1.2
Index price (i) = 1080
Multiplier = 250
Future value(A) = index price × multiplier
Future value(A) = 1080 × 250 = 270000
Number of contracts (N) = (portfolio value × portfolio Beta) ÷ future value
N = ($20,000,000×1.2)÷270000
N = 24000000 ÷×270000
N = 88.8888=88.89
N = 89 (NEAREST whole number)
Answer:
EOQ = 414 rolls
Explanation:
In order to calculate the number of orders to minimize the cost, we should calculate that by using the Economic order quantity model.
DATA
Holding cost = $1.75/unit
Annual demand = 500 rolls x 12 = 6000 rolls
Ordering cost = $25
Formula
EOQ =
Where
Co = ordering cost
D = Annual demand
Ch = Holding cost
Solution
EOQ = 
EOQ = 
EOQ = 414 rolls
They should order 414 rolls to minimize the cost.
Answer: The correct answer is "A.Maria is less risk-averse than Jennifer because Maria is choosing a bond with higher standard deviation.".
Explanation: We can measure the risk according to the standard deviation of its expected return, therefore: Maria is less risk averse because she is willing to take more risk in order to obtain a higher return and Jennifer instead prefers to sacrifice performance in order to be less exposed to risk.
Answer:
The amount of job costs added to Work in Process Inventory during October is $26,950
Explanation:
Computation of manufacturing overheads is given below:
Manufacturing Overheads=Direct Labor × 200%
=($3,400 + $5,500) × 150%
=$8,900 × 150%
=$13,350
Job Cost = Direct Materials+ Direct Labor+ Overheads Cost
=($1,900+$2,400) + ($3,400+$5,900) + $13,350
=$4,300 + $9,300 + $13,350
=$26,950
Answer:
How does Cobley connect the ideas of brands and force? ... He connects them by saying that the more weight the brand has the more effort it takes to change or move that brand.
Explanation: