Tipping is the type of motion created by a force acting at a distance from the CR.

Tipping has two (2) components - translation and rotation.

Pure translation occurs when a force is applied through CR.

Pure rotation occurs when a couple acts on an object.

If you combine the two components of tipping, you get the following:

Remember: Fa = Fb = Fc
         Fa and Fb alone create a couple
         Fb and Fc alone create no net movement

Since Fb and Fc cancel each other, the following equality is true:

Joining all of the above information together allows you to describe the motion of tipping.

Uncontrolled Tipping (UT) is the motion created by a single force acting at a distance for the center of resistance (CR).

Note: UT is the type of motion that has been discussed thus far.
An example of uncontrolled movement is a car that only has the ability to accelerate. Truly a car without the ability to decelerate is out of control.

A car requires accelerating and decelerating systems to control movement. Tipping objects require the application of a second force system to regulate movement.

CBC allows you to control tipping in three ways:

CBC's moment < F's moment ...

CBC's moment = F's moment, translation results! For example...

CBC's moment > F's moment ...