Surveys
Probability
Counting
Probability Distributions
Normal Distribution
100

what is the word for a factor that skews the results of a survey?

bias

100

what is the probability of rolling a 2 on a dice?

1/6

100

expand 5!

5x4x3x2x1

100

what probability distribution would you use for calculating wait time?

geometric

100

what is range?

max - min

200

What is simple random sampling?

ex. drawing names from a hat

200

what operations do we do for the words "and" and "or"

and = x

or = +

200

what type of operation would you use for a question about forming groups/committees?

combinations

200

what probability distribution would use for calculating an exact number of successes and failures?

binomial

200

what is IQR?

Q3 - Q1

300

what type of data is collected from a survey question with the options "most likely" to "least likely"

ordinal

300

drawing two socks from a drawer without replacement is an example of what kind of events?

dependent

300

simplify (n+1)! / n!

n+1

300

how would you create a probability distribution for a given question?

calculate probability for each possible outcome and put into table/graph etc.

300

What is Q2?

The median

400

what is the difference between discrete and continuous data?

ex. discrete is counted, continuous is measured

400

if the probability of something is 2/5, what are the odds against that event happening?

3:2

400

use the formula to simplify and solve 6P4

6! / 2! = 360

400

what is the expected value formula for a "general" probability distribution?

E(x) = x1P(x1) + x2P(x2) + ....

400

How do you know when to use population mean and sample mean?

whether the data is from a whole population or just a sample

500

what type of sampling is asking every 5th person in your contacts?

stratified

500

what is included in "A intersect B" and what is the symbol?

A upside-down U B

all events that are in both

500

simplify and solve using the formula: 20C3

20! / 17!3! = 20x19x18 / 3x2x1 = 1140

500

if p = 3/7 in a geometric distribution, then what is the expected wait time?

4/3 = 1.333

500

what percentage of the data is found within 1 standard deviation of the mean in a normal distribution?

68%

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