Answer: b.Give more specific information, including dates and names.
Explanation:
The things that are needed to be changed in order to make the message appropriate for both the supervisor and the legal team is to give more specific information, including dates and names.
One doesn't need to show more outrage or use a friendly tone. This is a professional settings and a serious issue hence, a friendly tone should not be used. Rather, the person should give more information such as the name of the worker, the date that it occured and possibly the time as this will be of immense benefit to the legal team which will be used in following up on the issue.
Answer: True.
Explanation:
Personalized services are services that are flexible in delivery and can change with individual preferences.
Smaller businesses find it easier to render customised services to their customers, because their customers are fewer and they are eager to get more, which makes them to put in extra effort, in satisfying each customer.
Bigger businesses have a larger customers population and has a difficulty most times in totally satisfying their every needs.
Answer:
$408.25
Explanation:
The monthly repayment will be the amount dues at one year divided by 12 months.
The amount of due after will interest plus principle
The formula is : Amount = P x (1+ r)t
principle(p) = $4600
Interests (r)=6.5 %
Time( t)= 1 year
=4600 x(1+ 6.5/100)t
=4600 x (1+0.065)1
=4600 x 1.065
Amount due after one year =4,899
The monthly installment will be = 4,899/12
=$408.25
Answer:
1. Recalculate expenses ensuring only current period expenses are included.
2. He does not have all information regarding the expenses.
3. Writing expenses reduces human error
Explanation:
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:
