The parallel line will have the same slope or gradient but with a different y intercept
Y+2 = 2 (x-3)
If you have a line, such as y=mx+b, in slope intercept form, you know that any line parallel to it has slope m also. It does not matter what the y intercept is, if slope is m, it will be parallel to the original line. Example: y=3x+2, than any line with slope 3 is parallel, so y=3x+15 is parallel. If you have a specific y intercept, say 29, than the parallel line will be y=3x+29 I can't read you equation well enough to understand them, but this should explain how to do it. So here is another example: A line parallel to y=4x+13 with y intercept 22 y=4x+22 is the answer.
It has the same slope as the line in the question. If a line has equation y = mx + c, its slope is m. If the line in question is y = 5x + 3, the slope of a parallel line is 5; If the line in question is y + 5x = 3 → y = -5x + 3 (subtract 5x from both sides), the slope of a parallel line is -5.
The equation of a line is y = mx + b. If the slope of the line (m) stays the same, the line will be parallel to the original line. What changing b does is change the y-intercept of the line, because when you make x = 0, y = b. So by making b larger, you are moving the line up the y axis.
So the given line is y=12x-8 and the given point is x=2 y=15? 15=12*2+m m=-9 y=12x-9
Line a is parallel to line b, m, and . Find .
Y+2 = 2 (x-3)
If you represent the original straight line on a graph using Cartesian co-ordinates, it's equation will be y=mx+c where y and x are the variables and m and c are constants. (m will equal the gradient of the line. c will be the point where the line cuts through the y axis). Your new line, parallel to the original will be y=mx +c +d where d is the vertical distance between the point and the original line.
Lines are parallel if they are perpendicular to the same line. Since the lines m and l are parallel (given), and the line l is perpendicular to the line p (given), then the lines m and p are perpendicular (the conclusion).
If you have a line, such as y=mx+b, in slope intercept form, you know that any line parallel to it has slope m also. It does not matter what the y intercept is, if slope is m, it will be parallel to the original line. Example: y=3x+2, than any line with slope 3 is parallel, so y=3x+15 is parallel. If you have a specific y intercept, say 29, than the parallel line will be y=3x+29 I can't read you equation well enough to understand them, but this should explain how to do it. So here is another example: A line parallel to y=4x+13 with y intercept 22 y=4x+22 is the answer.
Line L is parallel to line n.
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Lines r and m are parallel or line r is line m continued
The slope, m, of a line given 2 points is: (y2 - y1) / (x2 - x1). m = (-6 - (-9)) /(3-(-4)) or 3/7. Therefore parallel line slope is 3/7.
The line y = 2x If you put it into the form y = mx + b, you have y = 2x + 0 so the slope is 2. Lines parallel to that line have the same slope, 2. Perpendicular lines have slopes that multiply to -1. The slope of a perpendicular line to a line of slope 2 would be -1/2.
Letters that have parallel line segments are H, E, F, M, and N
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