Answer:simple problems
inadequate spare parts and unskilled mechanic
Intermediate problems: poor road networks and insufficient space for workshop
Complex problems:Government instability and climatic condition
Step-by-step explanation:
Simple problem
1. Inadequate spare part: If there is low or no spare part at all, the company would encountered some set back to help accelerate the operation of the company.
2. Unskilled mechanic : in case of any technical or mechanical fault, the company needs a specialist to help put the plant in order if not there would a problem.
Intermediate problems
1. Poor road networks: it is pertinent and paramount that poor road network for availability could result to low patronage from the customers.
2. Lack of space: If there is limited or small space could cause a hindrance in establishing a plant in the region.
Complex problem
1. Government instability :If there is poor government policies, it could contribute to lack of interest from both the manufacturer and the customers that patronises.
2. Climatic condition :unfavourable climate condition that could lead to displacement of people in the society can affect the success of the plant in the stipulated region.
Answer:
0.15 miles per minute
Step-by-step explanation:
You want the rate 4.5 miles in 30 minutes expressed in terms of miles per minute.
<h3>Unit rate</h3>
To find miles per minute, divide miles by minutes.
speed = miles/minutes = (4.5 mi)/(30 min) = 0.15 mi/min
Samantha can walk 0.15 miles per minute.
This question is incomplete. The complete question, answer & explanation for this question is given in the attachment below.
Answer:
b
Step-by-step explanation:
fairly certain it is b
Answer: The level of confidence is 86%.
Step-by-step explanation:
From the information given
Number of sample, n = 100
Mean, u = $37.51
Standard deviation, s = $16.44
Firstly, we would determine the upper and lower limits of the mean. Therefore,
For upper limit, it is
39.95 - 37.51 = 2.44
For lower limit, it is
37.51 - 35.07 = 2.44
Limit = ± 2.44
We will apply the formula
Confidence interval which is expressed as
= mean ± z × standard deviation/√n
It becomes
37.51 ± z × 16.44/√100
= 37.51 ± z × 1.644
= 37.51 ± 1.644z
Therefore,
1.644z = 2.44
z = 2.44/1.644 = 1.48
The level of confidence corresponding to the z value is 86%
