The answer is "closing cost", because if you're at the end of buying your house then its called a "closing cost".
Answer:
Given that,
Operator bought a futures contract = 5,000 kilograms of rice at $1.50 per kilogram
Initial margin = $4,000
Maintenance margin = $2,000
(a)
(i) Balance of Margin = Initial margin - maintenance margin
= $4,000 - $2,000
= $2,000 (loss)
(ii) Change in price = 
= $0.40
(b) Price per kilogram = Current price - Change in Price
= $1.50 - $0.40
= $1.10
So, change price per kg is $1.10
(c) Balance of Margin = Initial margin - maintenance margin
= $4,000 + $2,000
= $6,000 (loss)
Change in price =
= $0.40
(d) Price per kg = Current price - change in price
= $1.50 + $0.40
= $1.90
Answer: Intensive distribution
Explanation:
Here, in this particular case Frito-Lay is trying to accomplish the <em>Intensive Distribution</em>. Intensive distribution is referred to as the marketing strategy under which an organization tends to sell their respective commodity through their several outlets or store as, in order to have the individuals and their respective customers confront the commodity virtually almost everywhere.
Answer:A. LN, JQ, RQ
Explanation:
To know the current profitability, we need to determine the contribution margin unit by the minutes on the constraints .
a) For LN
Contribution by unit = Selling price per unit- Variable cost per unit
$ 161.88 -$116.12 = $45.76
Contribution by the minutes = Contribution by unit / Minutes on the constraint
= $45.76/ 2.60 = 17.60
B) For JQ
Contribution by unit = Selling price per unit- Variable cost per unit
$ 350.41 -$279.11 = $71.3
Contribution by the minutes = Contribution by unit / Minutes on the constraint
= $71.3/ 4.60 = 15.50
c) For RQ
Contribution by unit = Selling price per unit- Variable cost per unit
$ 446.71 -$338.71 = $108
Contribution by the minutes = Contribution by unit / Minutes on the constraint
= $108/ 7.50 = 14.40
In order of their current profitability from most profitable to least profitable, We have LN with 17.60, next JQ with 15.50 and the least RQ with 14.40
Answer:
b. Buy £1,000,000 forward for $1.50/£.
Explanation:
Let's say for instance, we agree to make purchase of €1,000,000 and then forward for $1.50/€ and we assume that the price turns out to become $1.62/€ in three months time, the expected profit will be $12,000 = €1,000,000 ($1.62 - $1.50)As we can see, answer d looks convincing from an accounting standpoint, but it is wrong because the question asks us to make money with a forward contract, not by holding a particular spot. The correct option should be option b.
