Answer:
2 cents
Explanation:
The spot price = $0.7000 = 70 cents, The forward rate = $0.6950 = 69.5 cents and the call option with striking price = $0.6800 = 68.00 cents
The annualized six month rate = 3 1/2 % = 3.5 %, therefore the rate = r/n, where n is the number of period per year = 2. Therefore r/n = 3.5% / 2 = 0.035 / 2 = 0.0175
The minimum price = Maximum (spot price - striking price, (forward rate - striking price) / (1 + 0.0175), 0) = Maximum(70 - 68, (69.5 - 68)/ 0.0175, 0)
Minimum price = Maximum (2 , 1.47, 0) = 2 cents
<span>This is what Joe says: "Information is more important than the additional revenue and additional cost of being open 1 more hour."
He is a wise person</span>
Answer:
$143
Explanation:
The computation of the demand forecast is shown below:
= Weightage × demand observed + Weightage × demand observed + Weightage × demand observed
= 0.1 × 120 + 0.4 × 140 + 0.5 × 150
= $12 + $56 + $75
= $143
Basically we multiplied the weighatge with its demand observed so that the demand forecast could come
Answer:
$80,000
Explanation:
The computation of allocation labeling expenses is shown below:-
Overhead rate = Labeling process cost ÷ Labels generated
$320,000 ÷ $640,000
= $0.5 per label
Allocation labeling expenses = Wine estimated bottles × Overhead rate
= $160,000 × $0.5
= $80,000
Therefore for computing the allocation labeling expenses we simply applied the above formula.
Answer:
The correct answer to the following question is distributing the product intensively.
Explanation:
An item like gum which can be said to be lost cost item , should be distributed intensively , so that this product is always readily available to the consumers . For a product like this, people are not going put so much effort in to it ( like driving long way ), to buy this product which consumers often buy on the impulse. Consumers don't plan long ahead to buy a pack of gum , they just do it when they feel like they want to chew a gum , so its important that product like this should be intensively in the market.