Based on the information given, it should be noted that a 95% confidence means we are at least 95% sure that the true value of proportion will lie in the interval.
<h3>
What does the confidence level mean?</h3>
When we repeat the sampling 100 times and draw a confidence Interval for each one of them, at least 95 confidence intervals will contain the true value of the proportion. This is what we mean by being 95% confident
Also, when we have a random sample of 5. It implies that the condition of randomness is met and they are independent as well. Since the sample size is very small, the condition of a large sample is not satisfied.
Learn more about confidence level on:
brainly.com/question/15712887
Hey there! :)
Your answer is mean
_____________________________________________________________
Mean is the average value of the data set.
Mode is the number that appears the most
Range is the difference between the greatest value and the lowest value in a data set.
Finding the mode is pretty useless because you can't do much with the score that you got the most.
Range isn't that helpful because it's the difference between your best and worst score.
Mean is best for summarizing because you have 1 number that's the average of the whole data set.
______________________________________________________________
Therefore, the answer is mean
Hope this helps :)
To make the parts see how it’s going to go
The Winter Olympics are held every 4 years.
The challenges I have encountered during assessment in terms of tourism skills is linking reliable, valid, and right learning assessment methods and tools to some of the course learning objectives. This may be due to my level of comprehension.
<h3>What is Tourism?</h3>
This is known to be a kind of social, cultural and economic situation that is based on the movement of people to countries or places outside their normal environment for different reasons.
The types of tourism are:
- Sustainable tourism
- Food tourism
- Experiential tourism and others.
Learn more about tourism from
brainly.com/question/5501800
