How fast must a meterstick be moving if its length is measured to shrink to 0.702 m?
Can you explain it in many details?
In modern physics, the relationship of object's proper length to its contacted length is given by the length contraction equation:
where is the relativistic factor called the Lorentz factor and is the speed of light.
Using equation (1):
squaring both sides of the equation and rearranging the equation to obtain the expression for velocity:
The proper length of a meter stick is and it's contracted length is . Using this information, the speed of the meter stick must be:
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