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Straight Lines - HSN.uk.net

Higher Mathematics CfE Edition This document w as produced specially for the website, and we require that any copies or derivative works attribute the work to Higher Still Notes. For more details about the copyright on these notes, please see hsn . Straight Lines Contents Straight Lines 1 1 The Distance Between Points A 1 2 The Midpoint Formula A 3 3 Gradients A 4 4 Collinearity A 6 5 Gradients of Perpendicular Lines A 7 6 The Equation of a Straight Line A 8 7 Medians A 11 8 Altitudes A 12 9 Perpendicular Bisectors A 13 10 Intersection of Lines A 14 11 Concurrency A 17 Higher Mathematics Straight Lines Page 1 CfE Edition hsn . Straight Lines 1 The Distance Between Points A Points on Horizontal or Vertical Lines It is relatively straightforward to work out the distance between two points which lie on a line parallel to the x- or y-axis.

-axis intercept – then the equation becomes . y mx c = +. You should already form.be familiar with this It is good practice to rearrange the equation o . f a straight line into the form. ax by c + += 0. where . a. is positive. This is known as the general form of the equation of a straight line. Lines Parallel to Axes

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