The random variable X has which of the following probability distributions? Construct confidence intervals for population proportions. 2), Casino Lab WS Stations 3 and 4. If the student needs at least 40 points to pass the exam, the probability that she passes is closest to0. Share a link with colleagues. AP Statistics Chapter 6 Review. Simulation of random behavior and probability distributions. Which of the following probability distributions does X have? Let them choose which approach and give full credit for both approaches (just make sure they check the Large Counts condition if they use the Normal approximation. Distinguish between biased and unbiased statistics. At least one old AP question. Importing Data 147 In the simplest case your index series will contain identical. Our brand new solo games combine with your quiz, on the same screen.
Course Hero uses AI to attempt to automatically extract content from documents to surface to you and others so you can study better, e. g., in search results, to enrich docs, and more. In this chapter we will learn the following content as described in the AP Statistics Course Description: III. 12/12: Review Binomial and Geometric Distributions, Discrete Distributions Review WS, HW: pp. 3 - Geometric Random Variables, Special Discrete Distributions Power Point, Geometric Activity WS, Geometric. The player chooses one of the six possible sides (1, 2, 3, 4, 5, or 6) and receives a payoff the amount of which depends on how many dice turn up on that particular side. Construct a normal probability plot.. - From a normal probability plot, assess whether or not it is plausible that the population distribution is normal. 12/13: Chapter 6 Quiz #2 (6. Relate margin of error and sample size. Height in feet of the ocean's tide at a given location IV. Save a copy for later. Use the binomial formula. Mean of C = $100, 010, standard deviation of C = $10, 000mean of C = $2500, standard deviation of C = $700mean of C = $2500, standard deviation of C = $20060sEditDelete. If a blue ball is selected, you win nothing. Many of the learning targets can be addressed within a single context.
Analysis of weekly widget production reveals that the number of widgets X produced in a week is a random variable with mean μX = 200 and standard deviation σX = 20. Notion of independence versus dependence. That is, the density curve of the distribution of x has constant height between 5 and 15 and height 0 outside this interval. 12/14: Chapter 6 Review, Review WS. One contextual question that deals with transforming and combining random variables. Suppose we independently select two oranges at random from the bin. Q14In the gambling game of chuck-a-luck, three dice are rolled using a rotating, hourglass-shaped cage. Quiz by Penny Williams. Q2In a particular game, a ball is randomly chosen from a box that contains three red balls, one green ball, and six blue balls. Let X = the number of times the dice have to be rolled until we see "three of a kind" (of any type). Q6Suppose that we are given random variables X, Y for which we know the means μ X, μ Y and the variances σ2X, σ2Y.
Μ 3X - 2Yμ X - Yσ X+Y60sEditDelete. The expected value of X is$3$1$2$460sEditDelete. Measure skills from any curriculum. 405-406 #95-103 odd. The standard deviation of the student's score on the exam is1.
There are many to choose from and they are very accessible for students after completing this chapter. Don't be afraid to ask a Chapter 5 probability question on this test if it fits. Upload your study docs or become a. 378-379 #37, 39-41, 43, 45. Tag the questions with any skills you have. Unit 6-2 Single Sample Hypothesis Tests for a Population Proportion.
Determine P (6 < X < 8).. 2. Let X be the amount that you win. Unit 6-1 Confidence Intervals for Sample Proportions. Be sure to answer all parts of each question. This preview shows page 1 - 2 out of 4 pages. 3 - Binomial Random Variables, Special Discrete Distributions Power Point, Binomial WS #2, Discrete Random Variables and Binomial Distributions Review WS. Course Hero member to access this document. Includes Teacher and Student dashboards. Q3The time in minutes X that you must wait before a train arrives at your local subway station is a uniformly distributed random variable between 5 minutes and 15 minutes.
Deviation when using linear transformations and combining independent variables (6. Feel free to use or edit a copy. 12/5: Review and Practice applying the properties of probability distributions and finding the mean and standard. 354-356 #14, 18, 21, 27, 28, 29, 30. The probability the sales will exceed $700 on a given day is approximately0. Which of the following quantities could we not compute without knowing some additional information about X, Y? One question where students have the option of using a binomial distribution or a normal approximation to calculate a probability. Suppose that a student guesses the answer to each question, with her guesses from question to question being independent. Q7The daily total sales (except for Saturday) at a small restaurant have a probability distribution that is approximately Normal with a mean of μ = $530 and a standard deviation of σ = $120. Questions to be Sure to Include. Accessibility Keyboard Navigation Blooms Apply Difficulty 3 Hard Est Time 0 1. "Law of Large Numbers" concept.
So maybe students use the binomial distribution to figure out the probability a free throw shooter makes 9 or more free throws out of 10 and then assess whether this happening would be convincing evidence that a player shoots better than 60%. Don't memorize them. Binomial with n = 3 and p = 6/216binomial with n = 3 and p = 1/216geometric with p = 6/216geometric with p = 1/21660sEditDelete. Just be sure to identify the distribution as binomial along with the two parameters n and p. Be able to tell when a situation calls for a binomial distribution, a geometric distribution, or a Normal distribut ion. Do use binomcdf as your "work" for a free response. Q1Consider the following set of random variables: I. Data Sample size is 50 items Agreeableness team effectiveness r70 Results. Mean (expected value) and standard deviation of a random variable, and linear transformation of a random variable. Automatically assign follow-up activities based on students' scores. Correctly interpret confidence intervals and confidence levels. As blood passes through lungs picks up oxygen and drops off carbon dioxide due. The student's expected (mean) score on this exam is2550560sEditDelete. Your dashboard will track each student's mastery of each skill.
I like the temperature conversion from Fahrenheit to Celsius for transforming variables and monthly sales for combining random variables. One inferential thinking question. Lifespan in hours of a halogen light bulb III. The probability that the student scores lower than a 60 on the exam is0. Calculate probabilities based on the distribution of x̄. Discrete random variables and their probability distributions, including binomial and geometric. Anticipating patterns: exploring random phenomena using probability and simulation.
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