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Why is this important? Requirement Understand research articles Do research for yourself Real world
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The Three Goals of this Course 1) Teach “factoids” 2) Teach a new way of thinking 3) Self-Confidence in statistics
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Statistics
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Descriptive Statistics
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Practice Based on a sample of participants, it appears that a new drug will be effective at stopping headaches The enrollment in this course as of December 15th was 22
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Practice On your first test you received a score of 84 out of 100 Markey will likely be the next president; of the 100 people surveyed 82% said they would vote for him
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Inferential Statistics Problem: Is that going to be the exact answer? Chance influences the sample –“true” variation –“error” variation Sample = “true” + “error”
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The meaning of numbers 90 The number correct on a test out of 100 The last two digits of your SSN Your place in a race with 100 participants Your place in the Boston Marathon The percentile you scored on the GRE
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Nominal Scale Are not really scales at all They do not scale items along any dimension, but rather label them Numbers are used as names and have no quantitative value
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Nominal Scales Gender Political party Your SSN Religion
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Ordinal Scales Has the characteristics of the nominal scale PLUS: the characteristic of indicating greater than or less than –i.e., RANK ORDER
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Ordinal Scales Rank of professor Your place in a foot race Saying “This class is smaller then my other class”
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Interval Scales Has the properties of BOTH the nominal and ordinal scales PLUS: the intervals between the numbers are equal –e.g., the distance between 4 and 5 is the same distance between 1 and 2
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Interval Scales Temperature –the difference between 10 o F and 20 o F is the same as the difference between 80 o F and 90 o F Problem: What does 0 o F mean? With interval scales you CAN NOT make ratio statements
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Interval Scale 0204060 80 1030 5070 Appears twice as large
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Interval Scale -20 0 2040 60 -1010 3050 Now it appears three-times as large!
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Ratio Scales Has all the characteristics of the nominal, ordinal, and intervals scales PLUS: it has a true zero point This zero point indicates a complete absence of the thing measured
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Ratio Weight Height Speed Distance
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Features of the four scales
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Why are the types of scales important? They help you understand what type of statistic to use
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Practice Inches on a yardstick Drivers licenses number Dollars as a measure of income Order of finish in a car race Intelligence test scores
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1) Is depressed, blue 2) Is not relaxed, does not handle stress well 3) Can be tense
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4) Worries a lot 5) Is easily upset
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Neuroticism Raw Score Add your answers –Your score can range between 5- 25 What does your score mean? Note: It is meaningless unless you know how others scored
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Simple Frequency Distribution 1) Find the highest and lowest scores 2) Write in descending order all the numbers from 24 to 6
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Simple Frequency Distribution 3) Start with the number in the upper-left corner, draw a line under it, and place a tally mark in the frequency distribution 4) Do this with all the data 5) Count the number a tally marks
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Group Frequency Distribution Scores are grouped into equal-sized ranges called “class intervals” Usually want around 10 class intervals
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Dieting
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Pornography
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Prostitution
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Mate Seeking
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Graphic Presentation of Data Basic parts of a graph X axis Y axis
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Histogram Graphs quantitative data Neuroticism data
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Graphing Data Frequency distributions give exact values, but lack a visual summary of the data Histographs provide a visual summary of the data, but lack exact values
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Stem-and-Leaf Display Provide both exact values and a visual summary of data
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Stem-and-Leaf Separate each value into a “stem” and a “leaf” Since we are using two digit numbers, the tens digit is the stem and the units digit is the leaf StemLeaf 12 The number 12
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Stem-and-Leaf Display Group the numbers with the same stems and list the stems in numerical order. (If your leaf values are not in increasing order, order them now.) StemLeaf 012012 67899 012233344445555566667778899 0012244
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Stem-and-Leaf Display Stem-and-leaf display with a bigger data set Note: The stem-and-leaf is like a histogram turned sideways!
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Histogram
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Frequency Polygon
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Describing Distributions Bell-shaped distribution
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Describing Distributions
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Kurtosis The relative concentration of scores in the center of the distribution Mesokurtic
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Kurtosis The relative concentration of scores in the center of the distribution Platykurtic
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Kurtosis The relative concentration of scores in the center of the distribution Leptokurtic
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Practice Page 65 –2.1
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