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Suppose we create an object which can cross the speed of light. Now, we can see an object when the light reflected from the object enters the eye. So, we can see the object moving at light only if the light from the object enter our eye. But its said every where that the speed of light is 3x10^8 mps. So if the object is moving at a speed x mps greater than the speed of the light, then with respect to the object, the light reflected from the object will be moving in the opposite direction as that of the object. Isnt it so? Or will the light reflected from the object will also have a speed of 3x10^8 mps with reference to the object, so that the total speed of the light with respect to an observer at rest with respect to the reference plane with which the object was measured to be moving at 3x10^8 mps, will be 6x10^8 mps?
also, I studied that the light has dual nature, both as a particle and a wave. If the light is considered as a particle, whatever kind of particle it turn out to be, at this speed, there should be some resistance posed on the particles not negligible, if it is passing through a medium, and hence, shall not it decelerate to a lower speed?
If any of the above statement given is just an utter nonsense, please provide me the answer of at least, with what reference plane do we take the speed of the light as 3x10^8 mps, because, as per Einstein, speed is relative.
also, I studied that the light has dual nature, both as a particle and a wave. If the light is considered as a particle, whatever kind of particle it turn out to be, at this speed, there should be some resistance posed on the particles not negligible, if it is passing through a medium, and hence, shall not it decelerate to a lower speed?
If any of the above statement given is just an utter nonsense, please provide me the answer of at least, with what reference plane do we take the speed of the light as 3x10^8 mps, because, as per Einstein, speed is relative.