
R1 Statistics UNIT 1 “Data” Chapters 13
Tue 81516/2016
ThurFri 8/1819
ThurFri 8/1819
TEACHER WORK DAY
Distribute Statistic books
Read Chapter 2p.16 (3, 4, 5, 7, 12, 15, 20, 24)Fibonacci NumbersGraphing Calculator Tables and ListsBenford's Lawsee below for pictures, notes, and videoRead Chapter 2 "Data" p. 917Mon 8/22
Tue 8/23
WedThu 8/2425
Fri 8/26
Fibonacci Numbers
Graphing Calculator Tables and ListsRead Ch. 3 p. 2024Bar, Column and Pie ChartsRead Chapter 3
"Displaying Data"Contingency Tables
Bar graphs and pie charts on team rosters' birth months(see notes below)p. 36 (8, 1014)Simpson's ParadoxAn Inconvenient Truth videoworksheet "Inconvenient Math Graphs" Inconvenient PDFHW1A DueMon 8/29
TueWed 8/30
ThuFri 8/319/1
Friday 9/2 An Inconvenient Truth video worksheet "Inconvenient Math"Finish Reading Ch. 3
p. 37 (21, 2324, 39, 40) QUIZ chapter 3HW2 packet dueMon 9/6
TueWed 9/7
Fri 9/8
Fri 9/9
LABOR DAYChapter 4HistogramsStemandLeaf DisplaysDot PlotsRead Ch4 p. 4563Practice 12.2 wsCentral Tendencymean, median, modeShapecenter, spread, unimodal v. multimodal, skewed, tailsTime plotsp. 65 (57, 10, 11, 1920, 22, 28, 35, 36, 38)DeflategateoutliersDeflategate dataMon Sept 12 Tuesday 9/13 ThuWed 9/1415 Fri 9/16 Five Number SummariesBox and Whisker PlotsStart Chapter 5Five Number SummariesBox and Whisker PlotsDeflate Gate Part II
Split StemandLeaf NFL pts.Read Chapter 5Standard Deviation and VarianceNumb3rs worksheetB&Wp. 91(38, 1213)Standard Deviation worksheet 68p. 93 (1822, 2728, 34)Mon Sept 19, 2016 Tuesday 9/20/16 Thursday 9/2122 Friday 9/23 STAFF DEVELOPMENT DAYStandard Deviation Practice "Tomorrow's fractions quiz. I'll give you the numerators for free but the denominators are gonna cost you."  Nelson, The Simpsons "Lisa Gets an A""The Old Man and the C Student" ep.Quiz Chapters 45HW Packet DueHere is a bar graph of the birth months for students in period 5:
Are there any anomalies or things out of the ordinary? Not really. Nothing statistically significant.But consider the all star rosters of these youth sports teams:More athletes are born in the first months of the year than the later months, and by a huge margin.Consider the pie charts to analyze their relative frequencies:Starting at the 12:00 o'clock position going clockwise, the larger slices belong to January, February, and March.This is statistically significant  something is going on that affects this distribution. But what?(see Stat Notes link near the bottom for the answer. HINT: It's from the book Outliers by Malcolm Gladwell.
Note the percentages are close to this equation:Why Benford's Law pops up in financial data (like Apple's quarterly reports!)Fraud investigation with Benford's Law:Check out this website, Testing Benford's Law, for real actual data in action!Benford's Law with Recursive Rule data[ModuleInstance>Description]
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Graphing Benford's Law with a Stat Plot.[ModuleInstance>Description]
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Press Y= and enter log(1 + 1/x). Press WINDOW and change Xmin, Ymin, and Ymax to these settings.Press GRAPH. Now press STAT to begin to enter data for plotting pointsHighlight L1, press CLEAR and ENTER. Move cursor to just below L1 heading and enter these numbers:CLEAR L2.Then enter L2 data.Enter the red numbers from the Benford Law's picture above into L2.The completed table has these entries:Press 2nd, Y=, 4, and ENTER to turn PlotsOff. Calculator states "DONE".Press 2nd, Y=, 1 or ENTER to access Plot1 settings.Press GRAPH to see both the equation and the points graphed together.Press Y= and CLEAR and GRAPH (or highlight the "=" in Y1= and ENTER to turn Y1 off).Simpson's Paradox with 1998 NBA Scoring Title[ModuleInstance>Description]
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Michael Jordan had 2313 points in 81 games for a 28.6 average.Shaquille O'Neal had 1666 points in 59 games for a 28.2 average.For Shaq to win the scoring title, does he necessarily have to score more points in his final game?Shaq's career high in a game was 61, MJ's was 69. The all time record is 100 points by Wilt Chamberlain.On the final game, Shaq scored 39 points but Jordan had 44. What were their final averages? Who won?As the new averages are 0.3 apart, but originally they were 0.4, this suggests Shaq can eventually score fewer points than Jordan but still have a higher average. What amount of points demonstrates this paradox?Find what amount of points results in a tie, and the tying average.If they each score 98 points, what are their averages and who wins the title?If they each score 99 points, who wins the title with what average?Linearizing Magnetism Data (milliTeslas)[ModuleInstance>Description]
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Window L2 L3 , Stat Plot L2 L3 , Slope k , Slope List , Slope List L6 , linear equation , Y Stat Plot Graph ,Press STAT ENTER to input L1 and L2 data. Press 2nd Y= and enter the following settings:Press 1 ÷ 2nd 1 MATH 3 (or ^ 3) STO 2nd 3 to store 1/L1^3 into list L3.Press 2nd Y= and change Xlist to L2 and Ylist to L3. Press ZOOM 9. Press WINDOW. vPress TRACE to select a coordinate. To divide L3/L2 press 2nd 3 ÷ 2nd 2. Store into L6 to see all answers.Change Plot 1 back to original settings below. Enter new equation into Y1. Press ZoomStat again.If k = 39494, then A = 1/k = 1/39494 = 0.00002532030182. So y = 0.00002532 x^3.
Last Modified on September 20, 2016