hello, does the argument of Prof.Lewin in L.7 propose a new ,general, definition of weight of an object by which "w" is not always =mg;rather it depends on the acc. of the system the object's in?
w related as an effect due to the attraction of 2 bodies by gravity is the typical approach, but what if a new relation arises if in a reference frame, a body is approached by another carrying a constant acceleration? without a gravimeter the effect on both cases would be indistinguishable (if there are no dampening forces)
ts true because what is actually weight, the force with which the body is pulled towards the earth or else F=ma where a=g in case of earth here g is nothing but the acceleration attained by the body if it is let free. if u consider there is no gravitational force and there is some force in a region the that tries to full the body with some acceleration then in that case wis not equal to g but the acceleration with which its being pulled
thanks for your help guys.
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