Answers

1. The other points on the line are as follows:

   (3, 4)(6, 5)(9, 6)

   How to find the point on a line using slope?

   The point (-6, 1) is on a line that has a slope of 1/3.

   The equation of a line can be described as follows:

   y = mx + b

   • m = slope
   • b = y-intercept

   Therefore,

   y = 1 / 3 x + b

   (-6, 1)

   Therefore,

   y = 1 / 3(-6) + b

   1 = -2 + b

   b = 1 + 2

   b = 3

   Therefore,

   y = 1 / 3 x + 3

   when x = 3

   y = 1 / 3 (3) + 3

   y = 1 + 3

   y = 4

   (3, 4)

   when x = 6

   y =  1 / 3 (6) + 3

   y = 2 + 3

   y = 5

   when x = 9

   y = 1 / 3 (9) + 3

   y = 3 + 3

   y = 6

   The other points on the line are as follows:

   (3, 4)(6, 5)(9, 6)

   learn more on slope here: https://brainly.com/question/16210865

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