It is a line of the form y = c where c is any constant.
It is a line of the form y = c where c is any constant.
It is a line of the form y = c where c is any constant.
It is a line of the form y = c where c is any constant.
It is a line of the form y = c where c is any constant.
Constant rate of change
Yes, but the the line is vertical and the slope (or gradient) is undefined.
m=1/0 The m(slope) is 1/0 because it is rise over run. The line is "rising" but not "running".
because, when you go, lets say, (2,3), and the line is on the 2, you change the second number, not the 2, but the 3.The slope of a line is the ratio of rise over run. On a vertical line you have an infinite rise over zero run. Your slope would be infinity/0. As you know, you cannot divide by 0, so the slop is undefined.
vertical height over lengh
periodic line
The marks you're describing represent the number 1 in a prescription. The horizontal line and dot are to help prevent reading errors.
h,c
If the slope is 3/0 then the line is vertical (as there is no change in x for some change in y).
When run = 0. That is to say, when the line is vertical.
two vertical lines with a line over the top
Because slope is defined as change in y over change in x, for a vertical line your change in x is zero. Dividing by zero gives an undefined answer.
the slope of a vertical line is considered undefined slope in the rise over run. lets say the rise is 5 and the run would be 0 since its a vertical line. therefore your slope would be 5/0 and since you cannot divide by 0, the slope is undefined
Any part of the torso TOUCHING the vertical plane of the line...
The dimensions, tolerances and so forth is either over a horizontal line, or to the left of a vertical.
Yes, but the the line is vertical and the slope (or gradient) is undefined.
m=1/0 The m(slope) is 1/0 because it is rise over run. The line is "rising" but not "running".
The slope of a horizontal line is zero. It has a slope, but slope = 0 and this makes it different from a vertical line which has a slope that is undefined because you cannot divide 0 over 0 which is how much a vertical line rises and runs.Ways to find slope:(y2-y1)/(x2-x1 )orrise/run