Answer:
b. contains no positive statements.
Answer: $1,203.49
Explanation:
The equal contributions will be an annuity. The $3,500 already there will also grow at 6% for 3 years. Expression is;
8,000 = ( 3,500 * ( 1 + 6%)^3) + Contribution * Future value interest factor of annuity, 3 years, 6%
8,000 = 4,168.56 + Contribution * 3.1836
Contribution = (8,000 - 4,168.56) / 3.1836
Contribution = $1,203.49
Answer:
The correct answer is the first option: Emphasizes perspective of senior managers and that management, as a profession, can be taught.
Explanation:
To begin with, the term known as "Administrative Management" refers to the discipline whose main purpose is to focus in the efficient and effective organization of people, information and procedures inside the entity that will all lead to the completion of the tasks that are needed to be done in order to achieve the termination of the product or service that organization produces. This particular approach seeks for the employers to achieve the field in where the understand all the contents necessary to analyze what is happening around the organization and be able to work with that as good as possible.
Answer:
$ 6,600
Explanation:
Monty should
e up to
in the gross account but to an extent of the tax benefit in the previous year. Since the debt is a non-business debt, the amount of
would be reported as the short term business capital loss.
In the previous year, Monty had a capital gain of
and
as taxable income.
Therefore, $ 3,600 + $ 3,000 = $ 6,600
So $ 6,600 out of $ 9,000 loss produced the tax benefit. Therefore, only
can be included in the gross income of Monty for this year.
Answer:
Max: 
Subject to:



Explanation:
Given
Let:


Required
Formulate a linear optimization model
<u>Constraints for time:</u>
For the general assembly (hours), we have the following parameters:


So, the expression is:
--- (1)
For the electronic assembly (hours), we have the following parameters:


So, the expression is:
--- (2)
Solving further [Time available]:


So, (1) and (2) becomes:


<u>Constraints for selling:</u>
--- at most
-- at most
The above can be represented as:
<u>Earnings contribution:</u>


The objective function to be maximized can then be modelled as:
