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vaieri [72.5K]
4 years ago
12

Bernie's firm has set corporate direction to become one of the leaders in each of its significant market segments. It was Bernie

's job to examine the firm's pricing strategy to determine how to maximize market share, even at the expense of profits in the short run. What kind of company objective would guide Bernie's effort? Multiple Choice a) industry-oriented b) sales-oriented c) competitor-oriented d) innovation-oriented e) customer-oriented.
Business
1 answer:
AlladinOne [14]4 years ago
8 0

Answer:

b) sales-oriented

Explanation:

Based on the information provided with regards to the situation at hand it seems that the objective that would guide his efforts would be sales-oriented. This term refers to a business approach in which the individual focuses more on persuading the customer to purchase a certain product as opposed to focusing on other factors such as their needs and wants. This approach would drive up market shares as it will increase sales.

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In which markets do investors sell shares of those company in countries and cities around the world?
Romashka-Z-Leto [24]

In the world share market investors could sell their shares.

4 0
3 years ago
Read 2 more answers
In an Argand diagram, the point P represents the complex number z, where z = x + iy. Given that z + 2 = λi(z + 8), where λ is a
Scilla [17]

Answer:

The answer is   "\boxed{z= \frac{-16}{5}- \frac{-12}{15}i}".

Explanation:

As the problem stands  

At the point of P, it is the complex number z in the Diagram of Argand and z = X+iy.  

We have said this: (z+2)= \lambda i (z +8) .... (i)

where the \lambda parameter is a true  

The conceptual equation of the locus P varies between z = x+iy  \ \ \ to \ \ \ \lambda

And in equation mentioned above.

x+iy+2=\lambda i(x+iy+8) \\\\x+iy+2= \lambda xi+ \lambda i^2y+\lambda 8i\\\\ x+2+iy=-y \lambda +i(x+8)\lambda\\\ compare \ real \ and \ imaginary\  part \\\\\ x+2 = -y\lambda \\\\y= (x+8) \lambda\\\\   \lambda  = \frac{x+2}{-y}  \\ \\ \lambda = \frac{y}{x+8}

y^2= -x^2-10x-16 ....(ii)\\\\z= \mu (4+3i)....(iii)\\\\\ z= x+iy \\\\x+iy = 4\mu + 3 \mu i \\\\x= 4\mu \\\\y= 3\mu

put the value of x, y  in equation (ii) we get:

5\mu +4=0\\\\\mu = \frac{-4}{5} \\\\

to put the of \mu in equation (iii) we get:

z= \frac{-4}{5} (4+3i) \\\\ \boxed{z= \frac{-16}{5}- \frac{-12}{15}i} \\

8 0
4 years ago
INCOME STATEMENT Little Books Inc. recently reported $3 million of net income. Its EBIT was $6 million, and its tax rate was 40%
Papessa [141]

Answer:

Interest= $1000000

Explanation:

The general structure of an income statement proceeds as follow:

Revenue/Sales (+)

Cost of Goods Sold (COGS) (-)

=Gross Profit

Marketing, Advertising, and Promotion Expenses (-)

General and Administrative (G&A) Expenses (-)

=EBITDA

Depreciation & Amortization Expense (-)

=Operating Income or EBIT

Interest (-)

Other Expenses (-)

=EBT (Pre-Tax Income)

Income Taxes (-)

=Net Income

<u>In this exercise:</u>

EBIT= $6000000

interest= ?

tax=? (0,40)

EBITDA=$3000000

interest= [EBITDA/(1-t)]-EBIT

interest=3000000/0,60-6000000=-$1000000

EBIT= 6million

Interest= 1million

Tax=2million (EBIT-interest)*0,40

Net income=3million

7 0
3 years ago
In 2009, the imaginary nation of Viloxia had a population of 5,000 and real GDP of 500,000. In 2010 it had a population of 5,100
Rashid [163]

The correct answer is A. During 2009 real GDP in Viloxia grew by 2 percent, which is about the same as average U.S. growth over the last one-hundred years.

Given that in 2009, the imaginary nation of Viloxia had a population of 5,000 and real GDP of 500,000, and in 2010 it had a population of 5,100 and real GDP of 520,200, to determine the growth of real GDP in Viloxia during 2009, the the following calculations must be made:

  • Total GDP / population = real GDP
  • 500,000 / 5000 = X
  • 100 = X
  • 520,200 / 5100 = X
  • 102 = X
  • 102 - 100 = 2

Therefore, during 2009 Viloxia's GDP grew by 2 percent, which is about the same as average U.S. growth over the last one-hundred years.

Learn more in brainly.com/question/4131508

6 0
3 years ago
Consider a four-year project with the following information:
Gwar [14]

Answer and Explanation:

1. The computation of the Degree of operating leverage is

= Quantity sold × (Price - Variable cost) ÷ (Quantity sold × (Price - Variable cost) - Fixed cost)

where,

Fixed cost = $160,000 + $470,000 ÷ 4

= $277,500

Now the degree of operating leverage is  

= 77000 × ($30 - $20) ÷ ($77,000 × ($30 - $20) - $277,500)

= 1.56

2. The Accounting Break-even level of output  is

The break even point is

= Fixed cost ÷ (Price - Variable cost)

= $277500 ÷ ($30 - $20)

= $27,750

As the degree of operating leverage could not be calculated as the denominator comes to zero

3 0
3 years ago
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