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20. Straight Lines
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Q6 of 169 Page 667

Find the equation of a line which is equidistant from the lines x = - 2 and x = 6.

For the equation of line equidistant from both lines, we will find point through which line passes and is equidistant from both line.

As any point lying on x = - 2 line is ( - 2, 0) and on x = 6 is (6, 0), so mid - point is



(x, y) = (2,0)



So, equation of line is x = 2.


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4

Find the equation of a horizontal line passing through the point (4, - 2).

5

Find the equation of a vertical line passing through the point ( - 5, 6).

7

Find the equation of a line which is equidistant from the lines y = 8 and y = - 2.

8

Find the equation of a line

whose slope is 4 and which passes through the point (5, - 7)


Questions · 169
20. Straight Lines
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