decresing is where some thing is becoming less but increasing is where something is getting more
They mean the graph/function is decreasing.
This means your velocity is decreasing with time, or in other words, the object is slowing down.
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 the gradient is a positive number the curve is increasing, and if the gradient is a negative number it is decreasing.
It shows whether, and how steeply, the terrain or function is increasing or decreasing.
They mean the graph/function is decreasing.
Turning points are the points at which a graph changes direction from increasing o decreasing or decreasing to increasing.
That an object is losing speed. It is experiencing negative acceleration.
Pointless
An ordered value bar graph is a value bar graph in which data values are arranged in increasing (or decreasing) order of length.
This means your velocity is decreasing with time, or in other words, the object is slowing down.
A deceleration graph typically shows a decreasing function where the value of deceleration is decreasing over time. This is in contrast to an acceleration graph, where the value of acceleration is typically constant or increasing over time. The deceleration graph would show negative values as the object slows down.
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.
That means the speed (the slope of the position-time graph) is decreasing.
If the gradient is a positive number the curve is increasing, and if the gradient is a negative number it is decreasing.
A line that is decreasing Apex
It shows whether, and how steeply, the terrain or function is increasing or decreasing.