In exactly the same location as B
to the left of B
in exactly the same location as A apex
Somewhere on the line, at a distance that is A times the unit distance from the origin.
They appear to be the equations of two parallel lines in the a-b plane.
m = slope of the line. b = the Y intercept.
In a number line, point A will appear to the left of point B if A is less than B. Conversely, if A is greater than B, it will appear to the right of B. If A and B are equal, they will occupy the same point on the number line.
It will appear to the right of B.
to the left of B
in exactly the same location as A apex
If A is greater than B, then A will appear to the right of B on the number line. This means that the value of A is larger than the value of B, so when plotted, A will be positioned at a point that is further away from zero compared to B.
Somewhere on the line, at a distance that is A times the unit distance from the origin.
A straight horizontal line with no slope
Some basic logarithm rules appear in related links.
On a number line, point B will appear at the position defined by its numerical value. If the segment BA is defined, point B will be located at the position corresponding to its value, while point A will be at its own numerical value. The distance and direction from A to B can be determined based on the specific values assigned to each point.
They appear to be the equations of two parallel lines in the a-b plane.
The line keeps the same slope that it had originally, but it slides straight down, and crosses the y-axis at a lower number. (That number is actually equal to 'b'.)
Y = mX + b This is the general form of the equation of a straight line graphed on X-Y coordinates. 'm' is the slope of the line 'b' is the Y-intercept, that is, the number on the Y-axis where the line crosses it