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Problems Broski
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100

The area under a density curve

What is exactly 1?

100

(a+b) / 2

What is μ?

100

What do you do to get to binompdf?

What is 2nd vars A?

100

Find the mean and standard deviation for the number of heads out of 3 coin tosses

What is 1.5 and 0.866?

100

What kind of distributions are deadly and never used?

What is Poisson distributions?

200

A continuous distribution that is evenly distributed that has a density curve in the shape of rectangle. 

What is a uniform distribution?

200

(b-a)/ 12

What is σ2?

200

This calculates the probability of a single binomial. 

What is binomialpdf?

200

If a player rolls two dice and gets a sum of 2 or 12, he wins $20. If he gets a 7, he wins $5. The cost to roll the dice one time is $3. Is the game fair?

What is not fair?

200

P(Dr. Mr. Ben Carroll Love getting us biscuits?)

What is 1.0?

300

The percent of values in between -2σ  and 2σ 

What is 95%?

300

Σ(XPi)

What is μx?

300

This calculates the cumulative probabilities from P(0) to P(k)

What is binomialcdf?

300

Out of three coins that are tossed, what is the probability of getting exactly two heads?

What is 0.375?

300

What is the difference between geometric and binomial distributions?

What is one is fixed and one is not?

400

As σ increases, the curve.............

What is flattens and spreads out?

400

Σ(X- μx)P

What is σ2?

400

This calculates the probability for P(x=k) 

What is geometricpdf?

400

In a certain county, 30% of the voters are Republicans. If ten voters are selected at random, find the probability that no more than 6 of them are Republicans. 

What is 0.6496?

400

What probability is never 0?

What is me liking ur mom? 

500

Another word for a normal probability plot

What is a quantile plot?

500

TWO DIFFERENT FORMULAS. NAME THEM:

np

√np(1-p)

What are μx and σx?

500

This calculates the cumulative probability for P(x ≤ k) 

What is gemetriccdf?

500

The time it takes for students to drive to school is evenly distributed with a minimum of 5 minutes and a range of 35 minutes.

a) What is the probability that it takes less than 20 minutes to drive to school?

b) What is the mean and standard deviation of this distribution?

What is: 

a) 0.4286

b) 22.5 and 10.104

500

What does a cow who really likes math say?

What is μ?

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