Motion of an electron can be assumed to be wavelike whose dynamics is given by∂2∂t2f(x,t) =1v2∂2∂x2f(x,t),wheref(x,t) is a function describing the propagation of the wave with a velocityvin time (t) and space(x), then(a) Based on what argument can you transform the partial derivative into a full derivative?(b) Using de Broglie’s relation, formulate time-independent Schrodinger’s equation from the above waveequation.
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