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a) y(x) = ₁e¹(2nx-30r) is a normalized wave function. Determine the expression of Y [2 markah] b) ₁(x) = cos( c) πX 2a f
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a) y(x) = ₁e¹(2nx-30r) is a normalized wave function. Determine the expression of Y [2 markah] b) ₁(x) = cos( c) πX 2a f
a) y(x) = ₁e¹(2nx-30r) is a normalized wave function. Determine the expression of Y [2 markah] b) ₁(x) = cos( c) πX 2a function of this particle? Justify your answer. (x) = sin in (²x), is unnormalized wave function. determine; i. in (TX). dan 2(x)=sin( ii. Can (x) and (x) represent the wave [4 markah] the probability of finding this particle between x=-a/2 and x = 3a/2? expectation value of position .x, (x) iii. expectation value of momentum : (p) [6 markah] [4 markah] [4 markah]