What is an example of a stable system?
How were you able to determine whether or not this system is stable?
you know everyone makes mistakes, even teachers, and also, how old are you to be doing this? oh wait, I shouldn't ask that, cuz your only 5 and want attention!!!
http://www.google.com/#q=stable+system+example
Thanks Ms Sue How are you.???
You're welcome.
I'm find, Young Trippy, and thanks for asking.
An example of a stable system is a ball sitting at the bottom of a valley. To determine whether or not this system is stable, we can consider its behavior over time.
In the case of the ball at the bottom of a valley, it remains in a stable position because any small perturbation or disturbance to the ball's position will result in it returning to its original position at the bottom of the valley. This is a characteristic of a stable system - it maintains its equilibrium despite small disturbances.
To determine this stability, we can analyze the forces acting on the ball. In this example, we would consider the gravitational force pulling the ball down and the normal force from the valley floor pushing the ball upward. These forces create a restoring force that brings the ball back to its equilibrium position. If the restoring force is greater than any external forces or disturbances, the system is stable.
Another way to determine stability is by analyzing the system's behavior mathematically. For example, in the case of linear systems, their stability can be determined using techniques such as eigenvalue analysis or the Laplace transform. These analysis methods can provide insights into the stability properties of a given system based on its mathematical representation.