Algebra Room 424 Ms. Miller
Please sign in next to your name on the sheet by the door.
I am in my room from 12:00 - 12:30 for tutoring if you ever want extra help.
(PLEASE LET ME KNOW)
The day’s lesson and the homework will be posted to my website by the end of each day.
www.mrsmillersmathtutoring.com
Always feel free to email me with any questions or concerns.
jmiller1@camdencc.edu
Warm Up: You have 5 minutes to work on these problems. Then, we will go over them.
Flour
Data Analysis
The term DATA describes a collection of facts. When the facts are numerical, you can use the mathematics to analyze and draw conclusions from the data.
Data is easier to analyze when it is organized. A graph is a visual representation of data that organizes the information and provides a quick overview of the main points. In this unit, you’ll study several of the most commonly used types of graphs.
Data can also be easier to analyze when it is summarized. Typical values represent what is normal, or average, in a set of data. You’ll learn three types of typical values and how to use them to draw conclusions.
You can also use patterns in the data to draw conclusions. In this unit, you’ll learn to recognize patterns and make predictions based on those patterns.
Workbook page 16
Using Data Analysis
You use data analysis when you:
Workbook page 17
Workbook page 17
Working with Tables
A table is often used to organize and display data, especially data that is classified by categories. A table may contain both words and numbers written in labeled rows and columns.
A row is read from left to right. A column is read from top to bottom.
Think: Rows in a Theater and Columns on a Building.
Use the row and column headings to locate specific data in a table.
The title of the table may also have important information.
Workbook page 18
Finding Information in Tables
Example: In 2000, the population in New York City was about how many times larger than the population of Houston?
Workbook page 18
Example: In 2000, the population in New York City was about how many times larger than the population of Houston?
Workbook page 18
Locate the place where the column labeled “2000 Population” and the row labeled “New York, NY” intersect.
You can also use the data in a table to draw conclusions.
For example, look at the column labeled “Percent Change.” Chicago was the only city with a decreasing population. You could conclude that from 2000 to 2010, the populations of the largest U.S. cities primarily increased.
Workbook page 18
Use the following table for problems 1 and 2.
Workbook page 19
Use the table for problems 3 – 6.
Workbook page 19
Use the table for problems 3 – 6.
Workbook page 19
Use the mileage chart for problems 7 and 8.
Workbook page 19
HOMEWORK
Bar Graphs and Histograms
Graphs give a visual picture of data. In a bar graph, data is represented by the height (Or length) of data bars. The bars may be drawn vertically or horizontally.
Workbook page 20
For the bar graph below, you can use the title (Cafeteria Orders at Newark High School) and axis labels to determine what values are being compared.
The horizontal axis shows the type of meal ordered.
The vertical axis shows the number of meals ordered during the week.
Finding Information on Bar Graphs
Example: About how many orders of chicken finger meals were sold at Newark high School from 9/15 to 9/19?
Workbook page 20
Find the bar labeled Chicken Fingers. Read the value on the vertical axis closest to the height of the bar.
Use the bar graph above (from the example) for problems 1 and 2.
Workbook page 20
Use the double bar graph for problems 3 – 6.
Workbook page 20
Use the double bar graph for problems 3 – 6.
Workbook page 20
HOMEWORK
A histogram also uses data bars to visually show data. On a bar graph, the bars represent categories. On a histogram, the bars represent a range of numbers. You can use a histogram to draw conclusions about how frequently events occur.
Workbook page 21
Each bar on the histogram below represents an interval. For example, the first bar represents the number of cars sold with an estimated gas mileage of 5 to 9 miles per gallon.
Use the vertical axis to read the value of the first bar.
Two cars were sold with an estimated gas mileage between 5 and 9 miles per gallon.
All numbers between 100 and 149
All numbers between 150 and 199
All numbers between 200 and 249
Workbook page 21
Use the histogram above (from the example) for problems 7 and 8.
Workbook page 21
Use this histogram for problems 9 and 10.
HOMEWORK
Tonight’s homework:
Page 19, numbers 7-8
Page 20, numbers 5-6
Page 21, numbers 9-10