Apr 18, 2021 · First it would help you to put the equation in y=Mx+b form, which would be y=5/7x-13. If two lines are parallel, then they have the same slope.
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3x-2y-12=0 3x-2y=12 (3x/12)+(-2y/12) = (12/12) (x/4) + (y/-6) = 1 Required Equation of line → (x/2.4) + (y/2.-6) = 1 (x/8) + (y/-12) = 1 (3x - 2y)/24 = 1 ...
May 15, 2021 · Use the y-Intersect (y = mx + b) to get negative reciprocal slope of the Perpendicular line. Then use y-Intercept form of line equation to find ...
Nov 15, 2018 · ⇒ ⇒ There is only one equation of a line meeting the required conditions and it is x+y=5.
Sep 21, 2023 · We are given that the the x-intercept is twice the y intercept ie a = 2 b. So the equation of the line becomes. x/2b + y/b ...
Jun 1, 2021 · We are given that the the x-intercept is twice the y intercept ie a = 2 b. So the equation of the line becomes. x/2b + y/b = 1. => x + 2 ...
Sep 27, 2023 · using gradient y-intercept form and the point (4, 0). 0 = 3/4(4) +b. b = -3. y = 3x/4 -3. 4y = 3x -12. Therefore, the standard form is. 3x -4y - ...