Answer:
Factors to consider:
1. Specialisation role
2. Complexity of sales process
3.Tenure
4.Geographical coverage
5. Sales Representative leadership
6. Support network
7. Internal Bureaucracy
8. Value add of managers
Factors not to consider;
1. Market share
2. Production process
3. Distribution process
4. Personal affiliation, race or religion
Explanation:
When considering a company's span of control, which simply means the number of junior staff a manager should manage, it is important to note factors relating to geographical coverage, a wide coverage can create difficulties in supervision to a manager. Consequently reducing the span of control.
Specialisation also help in ensuring the manager is an expert in the area he or she supervise. Experienced manager with good understanding of the tasks, good knowledge of the workers and good relationships with the workers, will be able to supervise more workers
The complexity of a sale process can affect a manager's supervision performance. if the sale process for example require an online payment to a final user who may not be physically available. Supervising such sales requires adequate training.
Other factors like; Tenure, Sales Representative leadership, Support network, Internal Bureaucracy, Value add of managers are paramount in determining span of control. However, market share, production process, distribution process and personal affiliation, race and religion should not affect the span of control.
Answer:
$367,500
Explanation:
Estimation of the family’s life insurance needs
Using the easy method
Based on the information given we were told that Mark gross salary is $75,000 while is wife
Parveen is a stay-at-home mom this means that we would be using the easy method to estimate the family’s life insurance needs based on Mark gross salary of $75,000 because he is the only one that earn on a monthly basis.
Insurance need =$75,000 x 7 years x 70%
Insurance need = $367,500
Therefore the family’s life insurance needs will be $367,500
Answer:
B) sample averages
Explanation:
The sampling distribution of the mean is the average of the population obtained from the sample. It shows the patterns that the sample mean (or average) tends to follow. If the population distribution is normal, then the sampling distribution of the mean should follow the same pattern for all the samples obtained from the population. The mean or average of the sampling distribution should equal the population mean.
Answer:
The answer is: $3,657
Explanation:
To determine the amount of the loan we have to calculate the present value of the future payments discounting the interest rate of 5.85%.
PV loan = <u>$987 </u> + <u> $1,012 </u> + <u> $1,062 </u> + <u> $1,162 </u>
1.0585 1.0585^2 1.0585^3 1.0585^4
PV loan = $932.45 + 903.23 + 895.47 + 925.64
PV loan = $3,656.80
<span>Let amount invested at 9% be "x"; Interest on this is 0.09x dollars
Amt. invested at 10% is "15000-x" ; Interest on this is 0.1(15000-x)=1500-0.1x
dollars
EQUATION:
interext + interest=1432 dollars
0.09x + 1500-0.10x = 1432
-0.01x = -68
x=$6800 (amt invested at 9%)
15000-6800=$8200 (amt invested at 10%)</span>