Random Variables
Binomial &
Geometric
Expected Value
Combining Random Variables
Normal Dist.
100

A number tied to a random outcome.

What is a random variable?

100

Binomial settings need a fixed number of these.

What are trials?

100

Expected value is the long-run what?

What is average?

100

When random variables are added, the means do this.

What is add?

100

The shape of a normal distribution.

What is a bell curve?

200

A random variable with countable values

What is a discrete random variable?

200

The two outcomes in a binomial trial.

What are success and failure?

200

If every value goes up by 5, the mean changes by this much.

What is 5?

200

When random variables are subtracted, the variances still do this.

What is add?

200

Mean and standard deviation of the standard normal curve.

What are 0 and 1?

300

All probabilities together must equal this.

What is 1?

300

Formula for binomial mean.

What is "mean = np"
300

Multiply every value by 2...  standard deviation changes by this.

What is 2?

300

 Needed to combine standard deviations correctly.

What is independence?

300

Score showing distance from the mean in standard deviations.

What is a z-score?

400

A common graph for discrete probability distributions.

What is a histogram or probability distribution table?

400

Formula for binomial standard deviation.

Answer: What is σ= square root np(1−p)

400

If expected value is -$2, players usually do this.

What is lose $2?

400

For independent variables, variance of X + Y equals this.

Var(X)+Var(Y)?

400

z-score formula.

z=σx−μ?

500

Another name for the mean of a random variable

What is the expected value?

500

Distribution for trials until first success.

What is a geometric distribution?

500

Expected value formula.

What is μX=∑xP(x)μ=∑xP(x)?

500

If means are 10 and 7, what's the mean of X − Y?

 What is 3?

500

About 68% of data falls within this many standard deviations.

What is 1 standard deviation?