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Equations, Symbols and Graphs Unit 1 – Introduction to Physics.

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Presentation on theme: "Equations, Symbols and Graphs Unit 1 – Introduction to Physics."— Presentation transcript:

1 Equations, Symbols and Graphs Unit 1 – Introduction to Physics

2 Vocabulary Symbolsequationgraph word equationsvariablesx-axis y-axisdependent variabletangent Independent variablegradient y-interceptx-interceptdelta ( Δ) origintablescalepoints Symbol equations

3 Equations, Symbols and Graphs All physical quantities and their units can be represented by symbols. These quantities are dependent in some way on other quantities. There is a relationship between them which can be expressed as an equation and shown on a graph. y = x 2

4 Equations, Symbols and Graphs An equation represents the relationship between two or more physical quantities. This relationship can be expressed as a word equation or as an equation relating symbols which represent the quantities. Symbol equations are used when a number of quantities are involved, making it easier to manipulate. Insert word equation and symbol equation example

5 Equations, Symbols and Graphs Symbols are used to represent physical quantities. The value of a physical quantity consists of a numerical value and its unit. Any symbol represents both a number and a unit. Example: m = 2.1 kg or a = 10 m/s 2

6 Equations, Symbols and Graphs Graphs A graph is a visual representation of the relationship between two quantities. It shows how one quantity depends on another. Points on a graph are plotted using the values for the quantities obtained during an experiment or by using the equation for the relationship if it is known.

7 Equations, Symbols and Graphs The two quantities plotted are called the variables. Graphing Rules ◦ Title all graphs. ◦ The (x) axis is always the independent variable. ◦ The (y) axis is always the dependent variable. ◦ Label all axes and their units ◦ Line graphs are best for science related data.

8 Equations, Symbols and Graphs ◦ Never connect the dots on your line graph, instead show the line or curve resulting from the points on your graph. ◦ Always make your graph readable. Never cram information in tight spaces. Never make them too small to read. Always use a ruler and always write neatly. If in doubt, use your computer!

9 Equations, Symbols and Graphs Insert Graphs diagram


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