Answer:
The correct answer is the Mean is greater than the median value if X.
Explanation:
Solution
From the question given, we will find out which is greater between the mean and median
Now,
The median value of X is less than the mean.
For a right skewed distribution the mean is greater than a median. it can be seen that the distribution the distribution of X is right positively/skewed/ or X has a longer right tail.
Note: Kindly find an attached copy of the complete question given.
I solved just a part of the question given here.
Answer:
Answered in Python
for i in range(21):
for j in range(i):
print(i, end=' ')
print(" ")
Explanation:
This iteration iterates from 1 to 20
for i in range(21):
This iteration iterates from 1 to current number
for j in range(i):
This prints the current number in the a number of times equal to itself
print(i, end=' ')
This enables printing on new line
print(" ")
Answer:
<u>The proportion of women who ran the marathon and had a finishing time less than Kathy's is 66% (rounding to the next whole)</u>
Explanation:
1. Let's review the information given to us to answer the question properly:
μ of finishing time for women = 259 minutes
σ of finishing time for women = 32 minutes
Finishing time for Kathy = 272 minutes
2. What proportion of women who ran the marathon had a finishing time less than Kathy's? Show your work.
Let's calculate the z-score for the finishing time for Kathy, as follows:
z-score = (272 - 259)/32
z-score = 13/32 = 0.41 (rounding to the next hundredth)
Using the z-table, now we can calculate the proportion of women who ran the marathon had a finishing time less than Kathy's:
p (z=0.41) = 0.6591
<u>The proportion of women who ran the marathon and had a finishing time less than Kathy's is 66% (rounding to the next whole)</u>
Answer:
The job is helping her in the long run, giving her a good financial run and she enjoys it, and tries to incorperate it into her life as much as she can. The issue, is that it's causing her to be seperated from her family and isn't giving her much time to relax at home.