Yes, a critical point can be where the graph changes its shape without changing its increasing or decreasing behavior. This typically occurs at points of inflection, where the concavity of the graph changes, but the function may still be increasing or decreasing. In such cases, the first derivative does not change sign, while the second derivative does, indicating a change in the curvature of the graph rather than a change in the overall trend.
If a graph shows distance on the vertical axis and time on the horizontal axis, and the speed is steadily increasing, the line representing speed will be a straight line.
No, if the speed is steadily increasing, the graph will not show a straight diagonal line. Instead, it will show a curve that is sloping upwards, indicating acceleration. This is because as time progresses, the speed is increasing at a constant rate, resulting in a curved line on the graph. A straight diagonal line would indicate a constant speed over time.
A positive slope is a slope that is increasing when read from left to right. To be increasing, means that as the x values are increasing, so are the y values as the graph is read from left to right.
It shows whether, and how steeply, the terrain or function is increasing or decreasing.
Turning points are the points at which a graph changes direction from increasing o decreasing or decreasing to increasing.
There are many ways in which you can show increasing opportunity cost on a graph. You could show it in comparison to satisfaction for example.
They both are increasing.
The answer depends on what variables are being plotted.
trend is the increasing or decreasing in a line graph Example. If u choose to see number of students in a school and they are getting bigger its trend is increasing
Absolute Value function
An ordered value bar graph is a value bar graph in which data values are arranged in increasing (or decreasing) order of length.
When there is a curved line going upwards on a graph it means the distance is increasing
increasing the interval would decreasing the degrees of accuracy of the graph, optically the line seem flatter
Graph it - if it's curving up then the gradient is increasing. OR take it's derivitive.
a bar graph is best used for comparing amounts, a line graph best represents a steadily increasing value. For example prices of a shirt (line graph), or viscosity of liquids (bar graph).
A straight line with a positive slope could represent the velocity versus time graph of a motorcycle whose speed is increasing.