What is the name of this distribution?

The Normal distribution
What is the median of the following list of numbers?
{3, 1, 5, 7, 10}
In statistics, do we typically know the population average, u?
No
A U.S government news announcement reports that the average household income in 2026 was $104,000, signaling a strong economy.
Household income in the U.S is a very skewed right distribution.
Averages do not work well with skewed distributions.
The announcement should have used the median household income.
What is a single number that can describe how well a linear regression line fits the data?
Correlation (r) or R-Squared (R^2)
What is the shape of this distribution?

Right skewed
(The tail is pointing to the right)
The average height of all FSU students is 5.5 feet and the standard deviation is 0.5 feet.
Calculate the z score of a person whose 6 feet tall.
Z = (6 - 5.5) / 0.5 = 1
John and Sarah each create a confidence interval for the average professor rating on RateMyProfessor.
John uses a random sample of 100 professors.
Sarah uses a random sample of 200 professors.
Who do you expect to have a THINNER confidence interval?
Sarah
A larger sample size decreases the width of the confidence interval.
To estimate the average amount of time FSU students spend on campus, a student walks around Strozier and asks 100 students:
"How many hours do you typically spend on campus each day"
The sample was not a simple random sample.
You are excluding students who were not in Strozier at that time.
Public/Private and Job/No Job are both categorical variables.
So we should use a chi squared test.
The p value
The regression line for the number of beds in a house vs. the price of the house is:
Price = $150,000 + $30,000 X Beds
Predict the price of a house with 3 beds.
Price = $150,000 + $30,000 X (3) = $240,000
The weight of all babies born in a hospital follows a normal distribution with mean 7lbs and standard deviation 1lbs.
What is the probability that a newborn baby weighs exactly 7.2lbs?
The probability of weighing exactly 7.20000000... pounds is 0.
A student randomly samples 100 professors on RateMyProfessor.com. They calculate a 95% confidence interval for the average rating of all professors on the website.
"There's a 95% probability that the average rating of all professors is between 3.5 and 3.9"
"There's a 95% probability that the average rating of all professors is between 3.5 and 3.9"
What type of test should we use if we want to see if UF, FSU, UCF, and USF have the same or different graduate average starting salaries?
What is the name of the r values seen below?

The correlation coefficient
Calculate the sample standard deviation of the following numbers: [2, 4, 1]
From 1-Var Stats:
Sx = 1.53
Fill in the central limit theorem:
x̄ ~ N(?,σ/sqrt(n))
x̄ ~ N(μ,σ/sqrt(n))
where μ is the population average
Use this regression line

(L)
(I)
(N) Normally distributed Residuals
(E) Equal Variance of Residuals
Both variables are continuous, so we would do a regression ANOVA test.
What is the interpretation of the y-intercept in the following regression line?

We expect that a student who does not sleep before the exam would get a 56%.
The age of all students at FSU follows a normal distribution with mean 20 years and standard deviation 1 year.
What is the probability that a randomly selected student is younger than 19 years old?
P(0 < X < 19)
NormalCDF(0,19,20,1)
= 16%
What would be the null hypothesis of the following ANOVA test?

H0: u1=u2=u3
or
H0: The three population means are the same
The predicted happiness score of a person with a salary of $100,000 would be 7.3.

What type of test should we use if we want to determine if a new blood pressure drug reduces the blood pressure of patients?
A T-Test