PART 1 - Descriptive Stats
Part 2a - Probability
Part 2b - Probability
Part 3 - Regression
An Album Cover
100

What are measures of central tendency? (List them and explain what they tell us.)

mean median mode - where the data concentrate

100

What are z scores? What do they help us with?

standardized values; they allow us to compare apples to apples

100

What is the difference between a t test and a z test?

t test is used when we don't know the population sd

100

What is the equation for a line?

y = mx + b

100

What is an outlier? How do we determine if an observation is an outlier?

An observation that is beyond the range or most observations; greater than +3 sd away from the mean or less than -3 sd away from the mean.

200

What are measures of dispersion? (List them and explain what they tell us.)

sd, variance, range - they tell us about the variability of the data

200

What's a test statistic? Give an example.

t value, z value, f value. We compare it to a critical value to determine statistical sig.

200

In class, we learned about two main types of t tests. What are they?

Paired and independent

200

Explain what a regression analysis is used for.

Determining which variables sig predict an outcome variable; making predictions; quantifying relationships between variables.

200

How do we compute descriptive statistics using Excel?

Data tab, data analysis, Descriptive Stats, enter information into data
300

What is a pivot table?

it's a table that allows us to organize data. we can have multiple variables and report things like the frequency of these observations. 

300

What's a p value? What does the P stand for? What does it help us with?

Probability; it's the probability of observing the data we have, given the null hypothesis is true. It helps us determine statistical sig.

300

Explain what an interval estimate is and how to compute it.

A point estimate +/- MOE. It tells us, with a certain degree of certainty, a range where the true population parameter is.

300

The adjusted R^2 value for a regression is .28. Intrepret this value.

28% of the variance in the outcome variable can be explained by this model.

300

Why do we care about probability distributions?

They help us compute probabilities, the foundation of statistics :D 

400

When we make a graph or data visualization, what are some things we should do?

label axes, title, label units, be cognizant of colors

400

What is a null hypothesis? 

Hypothesis that says there is no difference/no effect.

400

List at least two types of distributions we talked about this term.

normal, standard normal, uniform, exponential, Poisson .... 

400

A predictor, x, is statistically significant in a regression. Its coefficient is 10. Explain how to interpret this.

A 1 unit increase in x is associated with an increase of 10 in y, on average.

400

List three functions you learned in Excel this term.

=average()

=norm.s.dist()

=formulatext()

500

What percentage of data do MOST observations fall?

68, 95, 99 ish

500

What does it mean for something to be statistically significant?

There is an effect!

500

If I want to compare two groups to see if they differ, how do I do this?

use a t test or a z test

500

In addition to running a regression to determine the relationship between two variables, what else should I do?

explore your data! Plot it; compute descriptive statistics

500

What is the probability that a deer walks in Annemarie's yard during our Zoom hangout?

:D :D :D :D