The path of a train A is given by the equation 3x + 4y − 12 = 0 and the path of another train B is given by the equation 6x + 8y − 48 = 0.

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asked Feb 1, 2018 in Mathematics by sforrest072 (157,439 points) 61 410 943

The path of a train A is given by the equation 3x + 4y − 12 = 0 and the path of another train B is given by the equation 6x + 8y − 48 = 0. Represent this situation graphically.

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answered Feb 1, 2018 by mdsamim (213,225 points) 5 10 15
edited Mar 5, 2018 by faiz
 
Best answer

The paths of two trains are giver by the following pair of linear equations.

3x+4y-12  ........(1)

6x+8y-48 ........   (2)

 In order to represent the above pair of linear equations graphically. We need two points on the line representing each equation. That is, we find two solutions of each equation as given below:
We have,

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