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A set of four possible wavefunctions is given below, where L is a positive real number: Ψ1(x)=Aexp(-x), defined for the entire x-axis; Ψ2(x)=Acos(x), defined for the entire x-axis; Ψ3(x)=Aexp(x) for 0 <= x <= L and Ψ3(x)=0 for all other values of x; Ψ4(x)=Ax for x >= L and Ψ4(x)=0 for all other values of x. Which of the four wave functions is normalizable? **ATTACHED OPTIONS** **nenhuma delas = none of them**

A set of four possible wavefunctions is given below, where L is a positive real number: Ψ1(x)=Aexp(-x), defined for the entire x-axis; Ψ2(x)=Acos(x), defined for the entire x-axis; Ψ3(x)=Aexp(x) for 0 <= x <= L and Ψ3(x)=0 for all other values of x; Ψ4(x)=Ax for x >= L and Ψ4(x)=0 for all other values of x. Which of the four wave functions is normalizable? ATTACHED OPTIONS nenhuma delas = none of them

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A set of four possible wavefunctions is given below, where L is a positive real number: Ψ1(x)=Aexp(-x), defined for the entire x-axis; Ψ2(x)=Acos(x), defined for the entire x-axis; Ψ3(x)=Aexp(x) for 0 <= x <= L and Ψ3(x)=0 for all other values of x; Ψ4(x)=Ax for x >= L and Ψ4(x)=0 for all other values of x. Which of the four wave functions is normalizable?

**ATTACHED OPTIONS**

**nenhuma delas = none of them**

O w3(x)
41(x)
O nenhuma delas
O w4(x)
O w2(x)

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