Circle graphs don't show change - just proportions.
-- The acceleration is directed from the body to the center of the circle. -- The velocity is tangent to the circle at the place where the body is. That direction is also perpendicular to the acceleration at that moment.
That would depend on the type of axes. If it is an acceleration vs. time graph, then there would be a continual reading of 0m/s/s acceleration, and the graph would be a straight line indicating 0m/s/s at all times. If it is a velocity vs time graph, then there would be a constant value of velocity at all times. If it is a displacement vs time graph, there would be a straight, continuously increasing line.
the slope of distance time graph gives us velocity but when the body is at rest it will be zero
The instantaneous slope at any point along the graphed line is the speed at that point in time.
You cannot because a displacement-time graph is concerned only with radial motion: displacement from a fixed point of reference. Any transverse motion is completely ignored. Thus, if you had a body going around in a circle about the point of reference, its speed would be recorded zero!
hi
It is not a suitable form of graph. A circle graph can be used for showing the relationship between a variable and its component parts. It is not suitable for illustrating changes with height.
no
No you could not.
You cannot. A circle graph cannot be used to illustrate relationships between two variables.
No. A circle graph can be used for showing the relationship between a variable and its component parts. It is not suitable for illustrating changes over time.
no
i think yea because people body can be a mess to change
No. A circle graph can be used for showing the relationship between a variable and its component parts. It is not suitable for illustrating changes over time.
yes
No. A circle graph can be used for showing the relationship between a variable and its component parts. It is not suitable for illustrating changes over time.
Yes, because a line graph deals with change over time, and so does height.