Answer:
Explanation:
a) x1 = number of unit product 1 to produce , and
x2 number of unit product 2 to produce
A linear program that will maximize world light profit is the following
maximize 
subject to 
Unit 1 is used both in products in 1 : 3 ratio which can be a maximum of 200 unit 2 is used in 2 : 2 ratio which can be maximum of 300
So, this can be written as the inequations
Profit functio is p = 0ne dollar on product A and two dollar on product B
= x + 2y
Now , we find a feasible area whose extremeties will give the maximum profit for, the graph is ( see attached file )
So on the graph, we can get the other extremeties of the shaded regional so which will not give maximum profit ,
Thus , the maximum possible profit is
p = ($1 * 125) + ($2 * 25)
= $175
Answer:
B) $15.63
Explanation:
Calculation for the no-arbitrage U.S. price of one ADR
First step is to calculate the Equivalent amount of one ADR in euro
Equivalent amount of one ADR in euro = 5 ×€5
Equivalent amount of one ADR in euro = €25
Now let calculate the Dollar value of one ADR
Dollar value of one ADR = €25* €625/1,000
Dollar value of one ADR=€15,625/1,000
Dollar value of one ADR=$15.63
Therefore the no-arbitrage U.S. price of one ADR is:$15.63
Answer:
$4,000
Explanation:
The operating activities records daily activities of a business entity transactions such as depreciation expense, loss or profit on sale of long term assets, change in working capital etc.
With regards to the above scenario, there is a loss of $4,000 on the sale of equipment whilst same was recorded under the operating activity section as positive.
It is to be noted that the sale and equipment of an equipment falls under investing activity section hence shod be recorded therein as such, reason it was not considered here.
The answer would be C. Investment
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