Answer:
The correct answers are letters "B" and "D".
Explanation:
The global service system of Theo Chocolate provides a great opportunity for some of its staff to get a <em>deeper insight into how the company's different markets work</em>. Operations in different regions include coping with different cultures which also include talking about different people and consumer patterns. Thus, all this information can be collected by the employees who are sent for one year to work in those regions.
Furthermore, chances of <em>diversification chances may appear in spotting the opportunities</em> of Theo Chocolate in foreign markets. The organization must ensure that the members sent for the exchange experience are well trained to get the most out of the global service program.
Answer:
The issues that arises between the Faraj and Siegel can be discussed by three different groups in resolving the contract agreement.
Note: Kindly find an attached copy of the complete question below.
Explanation:
Solution
In this case between Faraj and Siege'ls building contractors the following issue are discussed by three groups as follows:
(1) The contractor can increase the price of finishing construction based on inflation and the cost of raising materials during inflation prices for the materials increases or goes up and this will affect the customer gradually.
(2) Faraj will not pay the additional amount requested by Siegel because according to the contract the amount she has to pay is $153,000
(3) Issues or problems that might come up during construction is listed below:
- Poor communication
- Not feasible or impractical forecasting
- The unavailability of structure
Answer:
B. $123,000
Explanation:
The computation of the Paul's cost of going to college is presented below:
= Tuition fees + room and board charges + books expenses + earning as a construction job - room and board charges
= $90,000 + $15,000 + $7,000 + $22,000 - $11,000
= $123,000
We simply deduct the room and board charges while working as a construction job and the other items would be added
As
given in the item above, the demand function is,
<span> q = 36 – 4p</span>
To
determine the inverse function,
<span> Replace every q with p and every p with q and
solve for the new q’s as shown below.</span>
<span> p = 36 – 4q</span>
Simplify
the equation to determine the value of q.
<span> 4q = 36 – p</span>
<span> q = 9 – p/4</span>
<span>Answer:
q = 9 – p/4</span>
Revenue: $500,000
Shoes: $250,000
Shoe boxes: $1,000
Advertising: $500
Rent: $1,000
Depreciation: $25
Knowing she has sold 5,000 pairs, assume the company wants to launch a Black Friday promotion, where she would discount her shoes by 10%. How many more shoes would she have to sell to justify this promotion?
A. 25.13% more shoes
B. 20.08% more shoes
C. None of the above, but I could calculate this with the information I am given.
D. None of the above, I cannot calculate this with the information I am given.
Answer:
Option A. 25.13% more shoes
Explanation:
Cost Benefit analysis would be useful here to acknowledge what percentage of shoe sales is required to justify the promotion.
<u>The Benefit drawn before 10% promotion proposal:</u>
Revenue: $500,000
Shoes: ($250,000)
Shoe boxes: ($1,000)
Advertising: ($500)
Rent: ($1,000)
Depreciation: ($25)
Profit $247,475
<u>The Benefit drawn before 10% promotion proposal:</u>
Revenue: $450,000
Shoes: ($250,000)
Shoe boxes: ($1,000)
Advertising: ($500)
Rent: ($1,000)
Depreciation: ($25)
Profit $197,475
Now we can calculate how much additional sales must be required to justify the promotion.
Sales Increase Required = (Initial Profit - Before Promotion) / Profit After Promotion
Sales Increase Required = ($247,475 - $197,475) / $197,475
Sales Increase Required = 25.31% which is close to option 1, hence Option 1 is correct here.
