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A Perpendicular Slope

Referencing Styles : MLA | Pages : 1

The slopes of the perpendicular lines are defined as the negative reciprocals of one another and it means the fact that if a line is perpendicular to a line, that has slope m, therefore, in such scenario, the slope of the line is -1/m. When the two lines are perpendicular to one another, the slopes create negative reciprocals as their slopes of 0 have undefined reciprocals. The vertical as well as horizontal lines are the ones perpendicular to one another and for the as of proper computation, proper translation of the perpendicular lines are required to be done, so that the point of intersection will become the origin.

For instance- Analyse slope of line perpendicular to line –6x – 9y = 4.

In order to find the slope of the line, in such scenario, proper line is required to be achieved in the slope intercept from (y = mx + b) that means the same can be solved by the following:

 

From the respective aspect, it can be identified that slope of line –6x – 9y = 4 is m and it is equal to -2/3. Therefore, from the above, it can be identified that slope of every perpendicular to the respective line would have to be m=3/2 as (-2/3) (3/2) = -1. Therefore, from the overall aspect, it can be analyzed that there are different kinds of negative reactions in the slope which have been found in the perpendicular slope of the line.

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