What to do… Open your notes to page 9

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Presentation transcript:

What to do… Open your notes to page 9 Answer the following question in the Think about it… What must you do after you have collected data in an experiment?

Graphs and Charts Standard: Inq.3 - Interpret and translate data in a table, graph, or diagram.

Graphs and Graphing There are five types of graphs that are typically seen: 1. Bar Graphs - show comparisons between data; horizontal 2. Line Graphs - compare two variables. Each variable is plotted along an axis

3. Pie Charts - are a type of graph used to represent a part to whole relationship. 4. Scatter Graphs - similar to line graphs; map quantitative data points but are not connected with a line. 5. Column Graphs - show comparisons between data; vertical

Reading Graphs Read the title of the graph first. Read the title of the vertical and horizontal axis. Read the numbers on the axis and determine what the number represents. Read the categories. If a Key is provided, read the key. (Usually found on pictographs, line graphs, or multiple bar graphs) Graphs should be easy to read

Bar Graphs Title of graph Vertical Axis Horizontal Axis

Line Graphs Line graphs show specific values of data. Line graphs show clear trends in data. Line graphs help to make predictions about where the trends in the data might be going.

1. What was the minimum wage in January, 1978? 2. When did the minimum wage reach $3.35? 3. Between what time periods was the largest increase in minimum wage? 4. Based on your observations of the graph, make a prediction about what the wage might be in the year 2000. $2.65 1981 1996-1997 up $.40 continue to increase

Scatter plot graph A dot or small circle represents a single data point. With one mark (point) for every data point, visual data can be seen. Depending on how tightly the points cluster together, you may be able to understanding a clear trend in the data.

Accuracy & Precision Accuracy: Precision: How close you are to the actual value Depends on the person measuring Calculated by the formula: Precision: How finely tuned your measurements are or how close they can be to each other measurement. Depends on the measuring tool Determined by the number of significant digits

Accuracy & Precision may be demonstrated by shooting at a target. Accuracy is represented by hitting the bulls eye (the accepted value) Precision is represented by a tight grouping of shots (they are finely tuned)

DO! Create a graph and then plot your accuracy and precision points 80 70 60 50 40 30 20 10 Day Number of Miles Monday 40 Tuesday 55 Wednesday 70 Thursday 80 Friday 65 Saturday 50 Number of Miles M T W TR F S Day of the Week

Precision without Accuracy No Precision & No Accuracy Accuracy & Precision Precision without Accuracy No Precision & No Accuracy Accuracy without Precision

Keys to Understanding At LEAST 5 complete sentences Summarize the main points of the lesson Describe in detail the important ideas Write about concepts you want to remember This should be helpful to YOU!