Write a linear equation such that the points (- 6,6 )and( 6, - 6) lies

1.	Write a linear equation such that the points (- 6,6 )and( 6, - 6) lies on it.
Answer» ANSWER: x+y=0 Step-by-step EXPLANATION: $y - y1 = \frac{y2 - y1}{x2 - x1} (x - x1) \\ \\ y - 6= \frac{ - 6 - 6}{6 - ( - 6)} (x - ( - 6)) \\ \\ y - 6= \frac{ - 12}{12} (x + 6) \\ \\ y - 6= - 1(x + 6) \\ \\ y - 6 + x + 6=0 \\ \\ x + y=0$

Write a linear equation such that the points (- 6,6 )and( 6, - 6) lies on it.

Answer»

x+y=0

Step-by-step EXPLANATION:

$y - y1 = \frac{y2 - y1}{x2 - x1} (x - x1) \\ \\ y - 6= \frac{ - 6 - 6}{6 - ( - 6)} (x - ( - 6)) \\ \\ y - 6= \frac{ - 12}{12} (x + 6) \\ \\ y - 6= - 1(x + 6) \\ \\ y - 6 + x + 6=0 \\ \\ x + y=0$

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Write a linear equation such that the points (- 6,6 )and( 6, - 6) lies on it.​

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Write a linear equation such that the points (- 6,6 )and( 6, - 6) lies on it.