August 28, 2013 Keystone & Stats. August 29, 2013 Keystone & Stats.

Slides:



Advertisements
Similar presentations
UNIT 8: Statistical Measures
Advertisements

Unit 16: Statistics Sections 16AB Central Tendency/Measures of Spread.
Percentiles and the Normal Curve
Homework Helper, Page ) Mr. Nelson’s class recently took a test. He made a list of the scores. 66, 79, 76, 95, 55, 82, 60, 85, 93, 76, 63, 96, 75,
5 Minute Check Find. Complete in your notebook. 1. Michelle read 55.6 pages of her book on Monday and Tuesday. If she read the same numbers of pages each.
ALGEBRA II WEDNESDAY, JANUARY 28, 2015 B DAY DRILL: How many students will be taking the SAT or have taken it? What is the scoring range ? What do you.
Multiple Choice Review
Chapter 7 – Confidence Intervals and Sample Size
The measure that one trait (or behavior) is related to another
Measures of Central Tendency
Math Trivia. How to Play  Math Trivia is played on teams, you will work with your teams  We will play in rounds, there are 3 rounds in the first half.
Study of Measures of Dispersion and Position. DATA QUALITATIVEQUANTITATIVE DISCRETE CONTINUOUS.
Statistics Used In Special Education
Chapter 6.
Quantitative data analysis
Warm Up. Lesson 48, Analyzing Measures of Central Tendency Probability and Statistics.
Learning Target: I can… Convert rational numbers.
12.4 – Measures of Position In some cases, the analysis of certain individual items in the data set is of more interest rather than the entire set. It.
5 Minute Check Find. Round to the nearest tenth, if necessary. Complete in your notes is what percent of 72? 2. What percent of 96 is 24? is.
Section 4.1 ~ What is Average? Introduction to Probability and Statistics Ms. Young.
Central Tendency & Range. Central Tendency Central Tendency is a value that describes a data set. Mean, Median, and Mode are the measures of Central Tendency.
Normal Distribution Z-scores put to use!
Warm Up Solve for x 2) 2x + 80 The product of a number
Reasoning in Psychology Using Statistics Psychology
UNIT 8:Statistical Measures Measures of Central Tendency: numbers that represent the middle of the data Mean ( x ): Arithmetic average Median: Middle of.
Comparing and Ordering Decimals When Will I Ever Do That???!!!
Intro to Inequalities ≥ ≤ ˂ >. Credit Card Situation 1: Your mom gave you her credit card and said that you could go shopping for a birthday present.
Histograms. Histogram: Class width Range = Largest – Smallest
Data Description Measures of Central Tendency. Chapter 2 showed how to organize raw data into frequency distributions and then present the data by using.
When you get a question right, click a shell to reveal your score.
Section 3-3 Measures of Variation. WAITING TIMES AT DIFFERENT BANKS Jefferson Valley Bank (single waiting line) Bank of Providence.
The Central Tendency is the center of the distribution of a data set. You can think of this value as where the middle of a distribution lies. Measure.
Warm Up Find the mean, median, mode, range, and outliers of the following data. 11, 7, 2, 7, 6, 12, 9, 10, 8, 6, 4, 8, 8, 7, 4, 7, 8, 8, 6, 5, 9 How does.
Box Plots Notes © copyright 2014 – all rights reserved
1 Elementary Statistics Larson Farber Descriptive Statistics Chapter 2.
Larson/Farber Ch 2 1 Elementary Statistics Larson Farber 2 Descriptive Statistics.
Multiple Choice Review Chapters 5 and 6. 1) The heights of adult women are approximately normally distributed about a mean of 65 inches, with a standard.
Friday, October 15 Today’s Agenda Today’s Agenda 1. Fill in Planner 1. Practice Test will be Thursday 10/21 2. Bell Work (Write these numbers from.
Bell Ringers Calculate the mean median and mode for the following sets of data. 1.15, 16, 19, 6, 16, 17, 19 Mean: Median: Mode: 2. 68, 74, 20, 45, 96,
VARIABILITY. Measure of Variability A measure of variability is a summary of the spread of performance. Suppose that 2 students took 10 quizzes in a Preparatory.
GCSE Statistics More on Averages.
Chapter 9 Day 1. Parameter and Statistic  Parameter – a number that describes a population, usually impossible to find  Statistic – A number described.
Chapter 12 Objectives: SWBAT make and interpret frequency tables and histograms SWBAT find mean, median, mode, and range SWBAT make and interpret box-and-
HAWKES LEARNING SYSTEMS Students Matter. Success Counts. Copyright © 2013 by Hawkes Learning Systems/Quant Systems, Inc. All rights reserved. Section 8.1.
Describing Distributions Numerically Measures of Variation And Boxplots.
Chapter Three McGraw-Hill/Irwin © 2006 The McGraw-Hill Companies, Inc., All Rights Reserved. Describing Data: Numerical Measures.
April 28, 2009 “Nobody can go back and start a new beginning, but anyone can start today and make a new ending.” ~Maria Robinson.
Larson/Farber Ch 2 1 Elementary Statistics Larson Farber 2 Descriptive Statistics.
Standard Deviation. Two classes took a recent quiz. There were 10 students in each class, and each class had an average score of 81.5.
Bell Work: Olivya is 6 feet 2 inches tall. How many inches tall is Olivya?
Chapter 3 Descriptive Statistics: Numerical Methods.
Data Description Chapter 3. The Focus of Chapter 3  Chapter 2 showed you how to organize and present data.  Chapter 3 will show you how to summarize.
# credit card returns: (on the calculator…)
Chapter 3.3 – 3.4 Applications of the Standard Deviation and Measures of Relative Standing.
Up to now, our discussion of the normal distribution has been theoretical. We know how to find the area under the normal bell curve using the normalcdf.
This is JEOPARDY. JEOPARDY! Problem Solving SubtractionFractionsMeasurementPropertiesMultiplication FINAL JEOPARDY.
FTCE 5-9 Test Prep Center for Teaching and Learning.
The Normal Distributions.  1. Always plot your data ◦ Usually a histogram or stemplot  2. Look for the overall pattern ◦ Shape, center, spread, deviations.
If Kyle purchased two suits for $179 each and three suits for $189 each, what is the average price Kyle paid for each suit? (A) $ (B) $ (C)
Lesson 11.2 Populations and Samples
Lecture #3 Tuesday, August 30, 2016 Textbook: Sections 2.4 through 2.6
12-3 Measures of Central Tendency and Dispersion
6 More about Statistical Diagrams and Graphs
z-Scores, the Normal Curve, & Standard Error of the Mean
Describing Location in a Distribution
z-Scores, the Normal Curve, & Standard Error of the Mean
Theme 4 Describing Variables Numerically
Number of Hours of Service
Chapter 2: Modeling Distributions of Data
Quantitative Methods PSY302 Quiz Normal Curve Review February 6, 2017
Presentation transcript:

August 28, 2013 Keystone & Stats

August 29, 2013 Keystone & Stats

August 30, 2013 Keystone & Stats No 3 rd /4 th Period

September 3, 2013 Keystone & Stats No 3 rd /5th

September 4, 2013 Keystone & Stats

September 5, 2013 Keystone & Stats

September 9, 2013 What is the greatest common factor (GCF) of 2, 4, 14? A. 2B. 14C.28D. 112 What is the least common multiple(LCM) of 10, 18? A. 2B. 18C.90D. 180 Keystone

September 10, 2013 Keystone

September 11, 2013 Keystone

September 12, 2013 Simplify: Keystone

September 13, 2013 Simplify: Keystone

September 13, 2013 Joe’s test grades in History class are: 92, 89, 85, 89, and 90. The semester final will count as two tests. Joe needs to get a grade of 90 or higher for the semester. What is the minimum score Joe can get on the final test and average 90? Stats

September 16, 2013 Simplify: Keystone

September 16, 2013 Maggie recently took a road trip. She bought 15 gallons of gasoline for $1.68 per gallon and 12 gallons at a price of $1.76 per gallon. She filled her tank once on the way back with 16 gallons at $1.65 per gallon. What was the average fuel cost per gallon on Maggie’s trip? Instead of writing the entire question, summarize the important details! Stats

September 17, 2013 Simplify: Keystone

September 19, 2013 Evaluate: Keystone

September 19, 2013 Bob had three carries of 8 yards each and five carries of 6 yards each in a recent football game. What was his rushing average (average yards per carry)? Stats

September 20, 2013 Evaluate: Keystone

September 20, 2013 A truck was able to average only 40 mph for the first four hours of a delivery route. How long must the driver travel at a speed of 55 mph to average 50 mph for the trip? Stats

September 23, 2013 Evaluate: Keystone

September 23, 2013 Juan says that if the standard deviation of a list is zero, then all the numbers on the list are the same. Is Juan correct? If so, briefly explain why. If not, give a counterexample. Stats

September 24, 2013 Evaluate: Keystone

September 24, 2013 Would it be appropriate to say that a distribution with a standard deviation of 10 centimeters is more dispersed than a distribution with a standard deviation of 5 inches? Support your position. Stats

September 25, 2013 Simplify the following: Keystone

September 25, 2013 A set of data has a standard deviation of 9. Seventeen is added to each of the original scores in the set of data. What is the variance and standard deviation of the new set of data? Stats

September 26, 2013 Simplify the following: Keystone

September 27, 2013 Simplify the following: Keystone

September 30, 2013 Keystone

September 30, 2013 Summarize the question! Stats

October 1, 2013 Evaluate: Keystone

October 1, 2013 Using your calculator, find the mean, median, variance, and standard deviation for the following: 12, 15, 6, 18, 11, 19, 22, 23, 24, 26, 5, 17, 21, 32, 40 Mean: Median: Standard deviation: Variance: Stats

October 2, 2013 Using your calculator, find the mean, median, variance, and standard deviation for the following: 13, 2, 5, 6, 7, 8, 1, 3, 5, 6, 15, 17, 13, 14, 15, 13, 15, 2, 1, 3, 5, 3, 5, 6, 10, 6 Mean: Median: Standard deviation: Variance: Stats

October 3, 2013 Using your calculator, find the mean, median, variance, and standard deviation for the following: 17, 21, 25, 24, 23, 21, 19, 18, 24, 23, 22, 21, 25, 24, 22, 23, 24, 18, 19, 11, 15, 16, 17, 18, 24, 23, 22, 20, 22 Mean: Median: Standard deviation: Variance: Stats

October 4, 2013 Round the following numbers to the hundredths Keystone & Stats

October 7, 2013 A band just recorded a new album with 9 tracks. The shortest song on the album is 2 minutes and 21 seconds. The longest song on the album is 3 minutes and 43 seconds. What is a reasonable estimate for the total time of the album? A.54 minutes B.27 minutes C.8 minutes D.3 minutes Keystone

October 8, 2013 When Sammy goes to lunch, he can buy a sandwich for $1.16 and a soft drink for $1.89. Which is a reasonable amount that Sammy would spend on 50 sandwiches and 55 soft drinks? A.$310 B.$260 C.$160 D.$110 Keystone

October 8, 2013 Describe the different between a percentile and a percentage. A percentage score indicates the proportion of a test that someone has completed correctly. A percentile score tells us what percent of other scores are less than the data point we are investigating. Stats

October 9, 2013 Stephanie is trying to estimate the cost of gift baskets that she is going to give her 4 friends. She knows that baskets cost $6.63 each, candles cost $1.63 each, and candy bars cost $0.94 each. She is also going to get everyone a restaurant gift card for $5.00. Each basket will include the following: 1 basket 2 candles 3 candy bars 1 gift card Estimate how much money she will spend on all the gift baskets. A. $15.00 B. $76.00 C. $60.00 D. $19.00 Keystone

October 10, 2013 Keystone

October 10, 2013 Chloe scored 80% on her English test. There are 249 other students who took the same exam. No one received the same score as she did, but 113 students received a lower score. What is her percentile ranking. What percentage of students scored better than Chloe? Stats

October 11, 2013 Keystone

October 11, 2013 Find the median for the following sets of data. 3, 11, 6, 5, 4, 7, 12, 3, 10 4, 2, 11, 6, 2, 9 Stats

October 14, 2013 Keystone

October 14, , 11, 6, 5, 4, 7, 12, 3, 10 4, 2, 11, 6, 2, 9 Find Q 1 and Q 3 for the following sets of data. Stats

October 15, 2013 Keystone

October 15, 2013 Suppose you received the highest score on an exam. Your friend scored the second-highest score, yet you both were in the 99 th percentile. How can this be? Stats

October 16, 2013 Keystone

October 16 (or 17), 2013 The average 20- to 29-year-old man is 69.6 inches tall, with a standard deviation of 2.7 inches, while the average 20- to 29-year-old woman is 64.1 inches tall, with a standard deviation of 2.6 inches. Who is relatively taller, a 75-inch man or a 70-inch woman? Stats

October 17, 2013 Find the GCF. Keystone

October 18, 2013 Factor out the GCF. Factor completely. Keystone

October 21, 2013 Factor completely. Keystone

October 21, 2013 Find the mean, median, mode, range, variance and standard deviation for the following set of data USING YOUR CALCULATOR! Stats 9, 24, 8, 9, 5, 8, 9, 10, 8, 10, 15, 2, 3, 18, 20, 1, 17, 2, 19, 3 Yes…. Your calculator! If you do not have it, GO GET IT RIGHT NOW!!! You don’t have to ask today, just go! You will not be going later in the period.