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The main difference is that there is an extra variable. Say you are using one dimensional kinematics. An example would be the change of a mass on a spring moving along one direction. You could describe this movement along one variable, x, and relate that movement to time or whatever independent variable that makes sense.

When you begin to talk about two dimensional kinematics you introduce another variable. Say you throw a ball across a field. The ball will not just move along the x axis but will also move along the y is a travels up and down. So now you have 2 variables that depend on the independent variable of time. Because of this we say that it is two dimensional.

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What is the relationship between the distance formula and kinematics in physics?

The distance formula is a mathematical equation used to calculate the distance between two points in space. In physics, kinematics is the study of motion, including the concepts of distance, speed, and acceleration. The distance formula is often used in kinematics to determine the distance an object has traveled over a certain period of time.


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In a hole basis system, the dimensions of the hole are kept constant while the dimensions of the shaft are varied. In a shaft basis system, the dimensions of the shaft are kept constant while the dimensions of the hole are varied. The choice between the two systems depends on the specific application and the importance of the fit between the shaft and hole.


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