Warm Up An experiment was run to test the effectiveness of using a computer program to teach Algebra to middle school students. A group of 20 students.

Slides:



Advertisements
Similar presentations
CHAPTER 2 Statistical Inference 2.1 Estimation  Confidence Interval Estimation for Mean and Proportion  Determining Sample Size 2.2 Hypothesis Testing:
Advertisements

Claims about a Population Mean when σ is Known Objective: test a claim.
1 Level of Significance α is a predetermined value by convention usually 0.05 α = 0.05 corresponds to the 95% confidence level We are accepting the risk.
Warm-up Day before Cumulative Test State the conditions you must check for each of these inference tests or confidence interval.
AP Statistics Section 11.1 A Basics of Significance Tests
Topic 7 - Hypothesis tests based on a single sample Sampling distribution of the sample mean - pages Basics of hypothesis testing -
Do Now For a sample of 20 songs, the average song length is 3.5 minutes with a standard deviation of 0.5 minute. Construct a 90% CI for the population.
Conditions for Constructing a Confidence Interval
Chapter 9 Day 2 Tests About a Population Proportion.
Inferences Concerning Variances
Inference ConceptsSlide #1 1-sample Z-test H o :  =  o (where  o = specific value) Statistic: Test Statistic: Assume: –  is known – n is “large” (so.
If we fail to reject the null when the null is false what type of error was made? Type II.
AP Statistics Chapter 24 Notes “Comparing Two Sample Means”
C HAPTER 2  Hypothesis Testing -Test for one means - Test for two means -Test for one and two proportions.
Warm Up Exercise Warm Up Write down the four steps to confidence interval. 2.
Testing Hypothesis with Large Samples Classic P – values –(and the calculator, maybe)
PUTTING IT ALL TOGETHER. The situation A manufacturer of a type of cell-phone claims their phones are extremely reliable, with 95% of them working correctly.
Inference about a Population Mean
Chapter Nine Hypothesis Testing.
Tests About a Population Proportion
CHAPTER 8 Estimating with Confidence
Testing Hypotheses About Proportions
About 42,000 high school students took the AP Statistics exam in 2001
Jeopardy Vocabulary Formulas Q $100 Q $100 Q $100 Q $100 Q $100 Q $200
Review of Testing a Claim
Chapter 24 Comparing Means.
More Hypothesis Testing
Two-Sample Inference Procedures with Means
Tests of Significance The reasoning of significance tests
Chapter 9 Hypothesis Testing
Hypothesis Tests One Sample Means
Comparing Two Populations or Treatments
Monthly utility bills factor into local cost of living measures
Chapter 10: Comparing Two Populations or Groups
StatCrunch Workshop Hector Facundo.
MATH 2311 Section 8.2.
Inferences On Two Samples
Ch. 9 examples.
Comparing Two Means.
Chapter Nine Part 1 (Sections 9.1 & 9.2) Hypothesis Testing
Recipe for any Hypothesis Test
Hypothesis Tests Regarding a Parameter
HOT SEAT.
Tests About a Population Mean
AP STATISTICS LESSON 10 – 2 (DAY 3)
CHAPTER 9 Testing a Claim
Tests About a Population Proportion
Chapter 11: Testing a Claim
Warm Up State an appropriate null and alternate hypothesis. Clearly define the population and parameter of interest. We wish to conduct a study to investigate.
Chapter 10: Comparing Two Populations or Groups
Hypothesis Testing and Confidence Intervals (Part 2): Cohen’s d, Logic of Testing, and Confidence Intervals Lecture 9 Justin Kern April 9, 2018.
Chapter 10: Comparing Two Populations or Groups
Pull 2 samples of 20 pennies and record both averages (2 dots).
Chapter 10: Comparing Two Populations or Groups
Chapter 10: Comparing Two Populations or Groups
Chapter 10: Comparing Two Populations or Groups
Chapter 10: Comparing Two Populations or Groups
Chapter 10: Comparing Two Populations or Groups
AP Test Signup We will begin collecting money on Monday, Jan. 28 Make checks payable to Leland High School. Put student’s name on the check. No credit/debit.
Comparing Two Proportions
Chapter 10: Comparing Two Populations or Groups
Warm Up Consumers of diet food products are concerned about the number of calories in each meal. A manufacturer advertises the number of calories in a.
Comparing Two Proportions
Chapter 10: Comparing Two Populations or Groups
CHAPTER 10 Comparing Two Populations or Groups
Chapter 10: Comparing Two Populations or Groups
First Semester Final Exam
Warm Up Crew members and passengers on overseas flights are exposed to elevated levels of cosmic ray radiation. A 2002 paper reported a mean radiation.
Inference Concepts 1-Sample Z-Tests.
Warm Up We are designing an experiment to determine the best growing conditions for carrots. We will plant the seeds in locations with full sun or partial.
Presentation transcript:

Warm Up An experiment was run to test the effectiveness of using a computer program to teach Algebra to middle school students. A group of 20 students was randomly selected to use a computer program to supplement their learning. At the end of the year these students took an Algebra benchmark test and scored a mean of 78 points with a standard deviation of 6. Historically students at this middle school score a mean of 75 points on the test. Assume the conditions for inference are met. Is the computer program effective in helping students learn Algebra? Explain why or why not. (Hint: Calculate the confidence interval)

AP Test Signup Make checks payable to Leland High School. Put student’s name on the check. No credit/debit cards. You can sign up for all your tests together. If you sign up in another class that is ok, just let me know. Each test costs $94 (AP Capstone is $142), but if you applied for free and reduced lunch this year the test cost is $5.

Practice State an appropriate null and alternate hypothesis. Clearly define the population and parameter of interest. 1) The manufacturer of M&Ms claims 22% of plain M&Ms are red. You take a sample of M&Ms to test this claim. 2) A fast food restaurant can get customers through their drive through line at lunch in an average of 8.5 minutes. A manager believes she has an improved system to reduce this time. 3) A 2009 study says that 67% of U.S. teens update their Facebook page once a week. You want to determine if the rising popularity of other social network sites has reduced this value.