what does the slope of distance -time graph indicate
Answers
Explanation:
Slope is a measure of the difference in position between two points on a line. If the line is plotted on a 2-dimensional graph, the slope represents how much the line moves along the x axis and the y axis between those two points.
The slope of a linear function represents the rate of change of that function. This is translated to mean the slant of the line when graphed. Depending on what your studying the slope also represents the constant of proportionality between two quantities that vary directly with one another (i.e. their ratio is always a constant value).
The most common practice in algebra where slope appears is in dealing with linear equations in two variables. For an equation in standard form Ax+By=C one can determine the slope by computing −AB or it can likewise be determined if you are given two points (x1,y1) and (x2,y2) which the line crosses through via. This is done using the formula m=y2−y1x2−x1 .
Finally, in calculus one may find the gradient or slope of any curve or surface at any point where the function representing it is differentiable. But that’s a different topic for another day.
HOPE IT HELPS U
BE BRAINLY......✌️✌️