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nikklg [1K]
3 years ago
15

If you were using the Fiedler contingency model of leadership to establish a scenario in your company which gives managers maxim

um control, which of the following combinations of situational dimensions would you seek to achieve? good leader-member relations, low position power, and unstructured jobs less structured jobs, strong position power, and moderate leader-member relations broad employee responsibilities, low position power, and moderate leader-member relations high task structure, good leader-member relations, and strong position power limited position power, good leader-member relations, and low task structure
Business
1 answer:
monitta3 years ago
8 0

Answer:

The correct answer is letter "D": high task structure, good leader-member relations, and strong position power.

Explanation:

Austrian researcher Fred E. Fiedler (1922-2017) proposed in his Contingency Theory that there is no set style of leadership since they would depend on the situation that requested a certain type of leader. That situation, referred in Fiedler's theory as "<em>Situational Favorableness</em>", depended on:

  • Task Structure:<em> type of task in charge. </em>
  • Leader-Member Relations:<em> trust subordinates have on leaders. </em>
  • Leader's Position Power: <em>the power to direct the team. </em>

<em>Fiedler stated that maximum control is achieved when leaders have high task structure, good leader-member relations, and strong position power.</em>

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The market price of a security is $25. Its expected rate of return is 12%. The risk-free rate is 4% and the market risk premium
Mama L [17]

Given Information:

Market price of security = $25

Expected rate = 12%

Risk-free rate = 4%

Market risk premium = 6%

Answer:

New market price of security = $15.03

Explanation:

The new market price of security can be calculated by,

P = Dividend/Expected return

Where Dividend is given by

Dividend = Market price*Expected rate

D = $25*0.12

D = 3$

Expected return is given by

Expected return = Risk-free rate + β*(market risk premium)

β can be calculated as

β = (Expected rate - Risk-free rate)/market risk premium

β = (12 - 4)/6

β = 1.33%

Since it is given that correlation coefficient with the market portfolio doubles, therefore, β will get doubled too because they are directly proportional.

β = 2*1.33%

β = 2.66%

So the Expected return is

Expected return = 4 + 2.66*(6)

Expected return = 19.96%

So the new market price of security is,

P = Dividend/Expected return

P = 3/0.1996

P = $15.03

4 0
3 years ago
When the force on an object increases, so does its __________.
prisoha [69]
A.

when the force of an object increases, so does its acceleration.
4 0
3 years ago
Read 2 more answers
Perine, Inc., has balance sheet equity of $6 million. At the same time, the income statement shows net income of $906,000. The c
Oksanka [162]

Answer:

The target stock price in year 1 is $51.12

Explanation:

Given SE = $6 MIL, NI= $906 000, Div= $408180, Shares= 200000, PE ratio= 24 , SP =?

W e will use the price earning ratio as we are are given the benchmark PE ratio and this ratio measures the stock price relative to it profits

PE = Stock price / Earnings per share

Need to calculate Earnings per share

EPS = net Income - dividends/ oustanding Shares

       =906000-480180/200000

         =$2.1291/$2.13

Sustitute in the formula for PE ratio

24 = Stock Price/2.13

Stock Price = $51.12

Therefore the target stock price in year 1 is $51.12

5 0
4 years ago
Giving brainliest to the best answer. also, i know that the answer is not a or c.​
Ierofanga [76]

Answer:

B iam sorry if im wrong but I have a strong feeling its b

6 0
3 years ago
Let’s assume that each person in the United States consumes an average of 39 gallons of soft drinks (non-diet) at an average pri
icang [17]

Answer:

Instrucitons are listed below.

Explanation:

Giving the following information:

Let’s assume that each person in the United States consumes an average of 39 gallons of soft drinks (non-diet) at an average price of $2.00 per gallon and that the U.S. population is 295 million. At a price of $1.50 per gallon, each consumer would demand 49 gallons of soft drinks.

Price= 2

Demand= 295*39= 11,505 million

Price= 1.5

Demand= 295*49= 14,455 million

8 0
3 years ago
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