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Graphing Review. Introduction. Line graphs compare two variables. Each variable is plotted along an axis. A line graph has a vertical axis and a.
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Biology
Line graphs compare two variables. Each variable is plotted along an axis. A line graph has a vertical axis and a horizontal axis. For example, if you wanted to graph the height of a ball after you have thrown it, you would put time along the horizontal, or x-axis, and height along the vertical, or y-axis.
showing specific values of data. If one variable is known, the other can be determined. showing trends and relationships in data clearly. They visibly depict how one variable is affected by the other as it increases or decreases. allowing the viewer to make predictions within recorded data, called interpolation , and to make predictions about data not yet recorded, called extrapolation.
Determine which of the examples below is interpolation and which is extrapolation. Explain why.
Independent vs. Dependent Variable Practice A student wanted to observe how changing the temperature of the aquarium water would affect the breathing rate of his goldfish. o What is the independent variable? ___________________________________________ o What is the dependent variable? ____________________________________________ A student wanted to determine how tall corn would grow if different types of fertilizer were used. o What is the independent variable? ___________________________________________ o What is the dependent variable? ____________________________________________
Biology
ii. Best fit Curved Line
iii. Best fit Peak Line
-Change in one variable has no effect on the other
-Both variables increase together
-As one variable increases, the other decreases
Shows an optimum
Example : Think back to the goldfish experiment. The appropriate title for that graph would be The Breathing Rate of Goldfish vs. The Temperature of Water.
Biology
Background: Clams were placed into various temperatures of water. Use the information in the data table below in order to create a proper scientific graph and to answer the corresponding questions.
Water Temperature (°C) Number of Developing Clams 15 72 20 92 25 120 30 140 35 99 40 72 45 36 50 0
Biology
Background: Natalie sets out to run 15 kilometers. Every 30 minutes she checked her pedometer to determine how far she had run. Use the data below to create a proper scientific graph and to answer the corresponding questions.
Time (minutes) Total Distance (km) 0 0 30 6. 60 10. 90 12 120 13. 150 15