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A particle is described by the wave function ψ(x) : ψ(x)={0ce−x/Lx<0x≥0 The probability density function P(x) where xL
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A particle is described by the wave function ψ(x) : ψ(x)={0ce−x/Lx<0x≥0 The probability density function P(x) where xL
A particle is described by the wave function ψ(x) : ψ(x)={0ce−x/Lx<0x≥0 The probability density function P(x) where xL≤x≤xR is: P(x)=∫xLxR∣ψ(x)∣2dx Given the normalization requirement: P(x)∣−∞+∞=1 Find the constant c where L=1 nm
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