Answer:
Cluster sampling
No
Step-by-step explanation:
Missing part of Question
Find:
a) Which type of sample is this?
b) Is it the correct choice ?
Solution:
- Simple random sample is the one in which every individual would have equal chance of being selected.
- Stratified random sample draws simple random sample from the independent sub-groups.
- Systematic sampling is letting every kth individual be in the sample ( k as an integer )
- Convenience sampling is used for example voluntary response or a sub-group from the population.
a)
Cluster sampling was used in our case because one of all the teams were chosen and this entire team is in this sample.
b)
No. This method has limitation of giving us a shortsighted view which lacks the overview on the use of performance-enhancing drugs, we can only use this sample to draw conclusions on the team.
2+number won over 9+number played=1/2
number won=number played (number played means how many more past 9)
so
if n=number won=number played then

times both sides by (2)(9+n)
2(2+n)=9+n
distribute
4+2n=9+n
minus n from both sides
4+n=9
minus 4 from both sides
n=5
answer is 5
test
2+5=7
9+5=14
7/14=1/2
true
n=5
Set up a proportion with Katie’s height / Katie’s shadow = roller coasters height / its shadow. So it is 5 feet / 2 feet = x feet / 60 feet. To solve cross multiply so it becomes 2x = 300 and x = 150 feet
Answer:
1) 25
2) 3.507
3) 4.35
Step-by-step explanation:
Note: from the question, the number of F2F data is 15 not 12
1) for degree of freedom:
12 + 15 - 2 = 25
2) formula for standard error:

But A is standard deviation. To find the standard deviation we use:
S.d = [sqrt*(E(xi - u)^2) / N]
Where xi = mean
u = individual data
Therefore
Mean = (60+100+95+80+67+88+76+86+90+95+91+100) / 12 =
1028/12 = 85.7














![S.d = sqrt*[(E(xi-u)^2)/N]](https://tex.z-dn.net/?f=%20S.d%20%3D%20sqrt%2A%5B%28E%28xi-u%29%5E2%29%2FN%5D%20)


So, standard error for online class=

3) We will use same method as in number two.
Mean= 1169/15 =77.93
S.d = √(4238.85/15) = 16.81
For standard error of F2F class:

Note: E represents summation here