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Semmy [17]
3 years ago
11

Irene’s Dairy is deciding whether or not to enter the market for ice cream, currently monopolized by Mattie’s Ice-cream. If it e

nters the market, Mattie’s can either accommodate him and share his 10million in profits equally with Irene or fight him and cause a 5million loss for each in a price war.​ ​What would the profits be for Mattie’s Dairy if Irene does not enter the market?
Business
1 answer:
Natalka [10]3 years ago
5 0

Answer:

"Threaten to always accommodate" is the correct choice.

Explanation:

  • As we acknowledge accommodation seems to be the phase wherein we change current understanding in anything other than a sense that new information of interest is integrated.
  • And then we can tell whether Mattie won't try to compromise Irene and will therefore surely consider to "intimidate to accommodate" Irene throughout all times. Accommodate means, for example, introducing a piece of different information about what another person asks mother in some kind of a railway station what it's really. Mother says this is train and starts running on what seems like a device like buses running on roadways.
You might be interested in
Ellie has been working for an engineering firm and earning an annual salary of $80,000. she decides to open her own engineering
goldenfox [79]
Ellie would have annual expenses of $15000+$3000+$1000+$1200+$35000=$55,200. If she cashed in her $20.000 deposit then her balance owing would be $35,200 so she would have to make at least this much or preferably the $55,200 to break even., 
7 0
4 years ago
On January 1, 2018, Chamberlain Corporation pays $550,000 for an 80% ownership in Neville. Annual excess fair-value amortization
german

Answer:

The question is missing the options, which are contained in the attached question.

The consolidated net income attributable to the non-controlling interest i $30,000.00 with option D as the correct answer as found in the attached

Explanation:

Neville's net income for the year                   $175,000.00

less annual excess fair value amortization    ($25,000.00)

Net income after excess fair amortization      $150,000.00

Chamberlain's share of net income

80%*$150,000.00                                            (<u>$120,000.00)</u>

Non-controlling interest share of net income  $30,000.00

Note that the non-controlling interest is a balancing figure.

Chamberlain consolidated income can be computed thus:

Chamberlain 100%   net income   $380,000.00

Plus share of Neville's net income <u>$120,000.00</u>

Consolidated net income                 <u>$500000.00</u>

Download docx
3 0
3 years ago
You are given the following facts about a 40% owner of an S corporation, and you are asked to prepare her ending stock basis.
barxatty [35]

Answer:

$74,120

Explanation:

Preparation of her ending stock basis

ENDING STOCK BASIS:

Beginning stock basis $36,800

Add:Increase in AAA $12,800

(.40 * $32,000)

Add:Increase in OAA $2,520

(.40 * $6,300)

Add:Stock purchase $22,000

Total Ending stock basis $74,120

Therefore her ending stock basis is $74,120

6 0
3 years ago
Beamish Inc., which produces a single product, has provided the following data for its most recent month of operations: Number o
LUCKY_DIMON [66]

Answer:

The answer is $ 218

Explanation:

Solution

Given that:

                       Description                             Amount

                       Direct materials                          $91

                 Direct labor                                       $85

Variable manufacturing overhead                     $7

Fixed manufacturing overhead

( $ 161,000/ 4,600 units)                                    $35

The unit product under absorption costing =  $218

Therefore, the absorption costing unit product cost is $218

6 0
3 years ago
Sarah's utility function is represented as: U = F0.5C0.5, F is quantity of food and C is quantity of clothing. If Sarah's budget
san4es73 [151]

Explanation:

Utility function is given by U=F^0.5C^0.5

Find the MRS which is -MUF / MUC

MUF = dU/dF = 0.5F^-0.5C^0.5

MUC = dU/dC = 0.5F^0.5C^-0.5

Now MRS = -(0.5F^-0.5C^0.5) / (0.5F^0.5C^-0.5)

= -(C^0.5C^0.5)/(F^0.5F^0.5)

= - C/F

From the budget constraint, we have slope = -Price ratios = -coefficient of F / coefficient of C = -2/1 or -2.

At the optimal choice, utility function is tangent to budget line so MRS = slope of budget line

- C/F = -2

C = 2F

Use C = 2F in the budget equation

120 = 2F + 2F

120 = 4F

F = 120/4 = 30 units

Then C = 2F = 2*30 = 60 units

Hence her optimal bundle of consumption should be 30F and 60C

(This is the correct answer. For a generalized results, I have attached the derivation of formulas)

4 0
4 years ago
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