Q#07. Consider the following three wave functions: V1(0) = A,e¬y² Þ2V) = Aze¬O*/2) W3v) = A3 (e=y* + ye¬0*/2)) where A1, A2, and A3 are normalization constants. (a) Find the constants A1, 42, and A3 so that 2, 41, and z are normalized. (b) Find the probability that each one of the states will be in the interval -1< y< 1.
Q#07. Consider the following three wave functions: V1(0) = A,e¬y² Þ2V) = Aze¬O*/2) W3v) = A3 (e=y* + ye¬0*/2)) where A1, A2, and A3 are normalization constants. (a) Find the constants A1, 42, and A3 so that 2, 41, and z are normalized. (b) Find the probability that each one of the states will be in the interval -1< y< 1.
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![Q#07. Consider the following three wave functions:
V1(0) = A,e¬y²
Þ2V) = Aze¬O*/2) W3v) = A3 (e=y* + ye¬0*/2))
where A1, A2, and A3 are normalization constants.
(a) Find the constants A1, 42, and A3 so that 2, 41, and z are normalized.
(b) Find the probability that each one of the states will be in the interval -1< y< 1.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0770dc8e-cef8-470e-8d10-eb4199616ca5%2F445c8c8c-faa6-4538-a1a0-ef5014a4ea2f%2F3ptdfo.png&w=3840&q=75)
Transcribed Image Text:Q#07. Consider the following three wave functions:
V1(0) = A,e¬y²
Þ2V) = Aze¬O*/2) W3v) = A3 (e=y* + ye¬0*/2))
where A1, A2, and A3 are normalization constants.
(a) Find the constants A1, 42, and A3 so that 2, 41, and z are normalized.
(b) Find the probability that each one of the states will be in the interval -1< y< 1.
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