Learn to plot linear relationships in KS3 Maths. Understand gradients, intercepts, and how real-world data forms straight lines on a graph.
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You can find more about this topic by visiting BBC Bitesize - Graphs
This is a horizontal line - note that in both sets of coordinates the second numbers are the same
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This is a vertical line - note that in both sets of coordinates the first numbers are the same
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Both sets of coordinates show the x axis figure of 0 and this means that the line must run up and down the y axis
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Listen up because this is important....... In the above equation (y = b) the b part of the equation really means anything/something. What you might be asked is something like 'draw the graph y = -2'
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Every coordinate on the line would have the structure of (?, -2)
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In the above equation (x = a) the a part of the equation really means anything/something. What you might be asked is something like 'draw the graph x = 4'
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Every coordinate on the line would have the structure of (4, ?)
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Think of it this way: if y = 4 then x = 4, if y = -4 then x = -4. In other words, whatever the first number in the coordinates, the second number will always be the same
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Think of it this way: if y = 4 then x = -4, if y = -4 then x = 4. In other words, whatever the first number in the coordinates, the second number will always be the same BUT with the opposite sign
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After all that heavy stuff we thought you deserved an easy question!
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