This is an Affirming the Consequent argument. It is the name
of an invalid conditional argument form or an invalid form of the modus ponens.
This is easily identified by remembering that any argument
that affirms the consequent is invalid.
Answer:
(a) Stakeholder approach
Explanation:
A stakeholder approach is the practice that managers formulate and implement processes that satisfy stakeholders' needs to ensure long-term success. According to the degree of participation of the different groups, the company can take advantage of market imperfections to create valuable opportunities.
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
Answer:
He earns $296780 as a Sales Trainee and $377094 as a Sales Associate
<em />
Explanation:
Given
Let x represents his sales as a sales trainee
Let x represents his sales as a sales associate
Total Sales: 
Total Commission: 
Required
Find x and y
Equations
--- (1)
--- (2)
Make y the subject of formula in (1)
Substitute this in (2)
Open Bracket
Collect Like Terms
Divide through by -0.03
Recall that
<em>Hence;</em>
<em>He earns $296780 as a Sales Trainee and $377094 as a Sales Associate</em>
