Answer:
The correct answer is c) Strategic leadership
Explanation:
Strategic leadership is the ability to anticipate, envision, maintain flexibility, think strategically, and work with others in the organization to initiate changes that will create a viable and valuable future for the organization.
Strategic leadership can also be explained as the capability for employing strategies in the management of employees.
Answer:
sense of mission marketing
Explanation:
Sense of mission marketing refers to the marketing practice that holds that a company has to define its mission in a broad social context and not just simply in product terms.
In this case, Lakeland's employees are involved in several social projects that help local communities in all the places that the company operates.
The ans is a balanced sheet it the only acounting document that categorizes data
Answer:
D) declaring victory too soon
Explanation:
John Kotter in this theory of leadership explains the concept and importance of change. He basically believes that the company shall be currently functional.
By the term currently functional he means that the company shall be updated and working on with the current market trend. This means the company shall not be resistant to change and that the management shall take a note of it.
Further in the moving scenario there is no freezing point - the company shall constantly work on the new things which it can improve and excel.
Thus, final confirmation cannot be made soon as towards the change made.
Answer:
-0.10
Explanation:
To calculate this, we us the formula for calculating elasticity of demand (E) relevant for the demand equation as follow:
E = (P / Q) * (dQ / dP) .............................. (1)
Where,
Q = 30
P = 90
E = -0.3
dQ / dP = b = ?
We then substitute all the value into equation (1) and have:
-0.3 = (90 / 30) * b
-0.3 = 3 * b
b = -0.3 /3
b = -0.10
Therefore, appropriate value for the price coefficient (b) in a linear demand function Q is -0.10.
NB:
Although this not part of the question, but note that how the linear demand function will look can be obtained by first solving for the constant term (a) as follows:
Q = a - 0.10P
Substituting for Q and P, we can solve for a as follows:
30 = a – (0.1 * 90)
30 = a – 9
a = 30 + 9 = 39
Therefore, the linear demand equation can be stated as follows:
Q = 39 – 0.1P