<u>Answer:
</u>
The cause & effect diagram is also known as the Ishikawa diagram is a TRUE statement.
<u>Explanation:
</u>
- The Ishikawa diagram or the cause and effect diagram is also referred to as the fishbone diagram.
- This diagram is used to find the root cause of a problematic effect that has been or is being exhibited in the operations.
- The reason the diagram is also called a fishbone diagram is that the curves fluctuate so much that they appear like the skeleton of a fish.
The correct answer to this open question is the following.
The criteria for our simple scoring model will bee the following:
Project 1. Midnight to 6:00AM
CRITERIA. WEIGHT SCORE
-Number of teachers 3 3
-Teachers salaries. 3 3
-Classroom cost. 1 1
-N. Students 2 2
Project 2. Home visit.
-Number of teachers 3 3
-Teachers salaries. 3 3
-Transportation. 3 3
-N. Students. 3 3
As we can see in the tables, project 1 is more feasible because depending on the number of students, the school can use one or two classrooms which means hiring teachers according to the number of students registered in a class.
On project 2, the variables increased the costs and the risk because depending on the number of students and the classes needed, the school would have to hire many teachers for different class times. This could be exponential. Another issue to consider is the fact that on project number 2, the school has to pay for the transportation of teachers to the student's home.
So in general terms, project 1 is more feasible.
Answer:
if i was u i would dived and split it into 2rolls to help me
Explanation:
i would do it but i kinda dont have time right now i hope this helps u "WHOLE LOTTA LOVE'
Answer:
$1423.38
Explanation:
number of payments ( number of years )(n) = 30
first payment = $100
interest calculated at : 13.4 % = 0.134
increment rate : 8 percent = 0.08
we can calculate the present value using this Equation
= (p / (r-g)) * [1 - [(1+g)/(1+r)]^n ]
where :
p / (r-g) = 100 / (0.134 - 0.08 ) = $1852
[1 - ((1+g)/(1+r)]^n ) = (1 - ((1.08/1.134)^30 ) = 0.7686
hence the present value of this annuity = $1852 * 0.7686 = $1423.38
Note :
p ( first principal payment ) = $100
r ( calculated interest ) = 13.4% = 0.134
g ( increment interest ) = 8 % = 0.08