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Unformatted text preview: Preview #07 (Chem113AW’10, due Tue. 01119110 at 12:05pm in class) Assignedﬁxreading: Engel 3.13.2 (tier. 1] _ Attendance record: lam [J] present at or[ ] absent from this class meeting (see date andtime above). Name: 1 i Forming study groups is permissible, but you must construct your solutions independently. By writing down my name, i conﬁrm that I strictly obey the academic ethic code when doing this preview and my statement on attendance (above) is
correct. Please write down the names of everyone who you worked with on this preview in the space above. [1] Born conditions. The quantum wavefunctions liJ(;~(,t) must satisfy several mathematical conditions to ensure
that it represents a possible physical stae. These conditions are called "Born conditions" and three of them are
listed on Engel p. 38 (yer. 1): (1)'LJ(x,t) be “single—valued”, (2) '~J(x,t) be "continuous", and (3) La'()<,t) be
“normalizable" (for examples, cannot be infinite). Which of the following are wellbehaved over the indicated interval? For those which are NOT, please clearly explain why they are not. To alleviate your workload, iust do
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i J .= Preview #07 (Chem113A W‘10, due Tue. 01:19:10 at 12:05pm in class) Assigned reading: Engel 3.1——3.2 (ver. 1) Attendance record: I am [a present at or [ ] absent from this class meeting (see date and time above). Name: Chats Forming study groups is permissible, but you must construct your solutions independently. By writing down my name, I
confirm that l strictly obey the academic ethic code when doing this preview and my statement on attendance (above) is
correct. Please write down the names of everyone who you worked with on this preview in the space above. [1] Born conditions. The quantum wavefunctions lP(x,t) must satisfy several mathematical conditions to ensure
that it represents a possible physical stae. These conditions are called “Born conditions” and three of them are
listed on Engel p. 38 (ver. 1): (1) Lll(x,t) be “single—valued", (2) Ll’(x,t) be "continuous", and (3) Llv'()<,t) be
“normalizable” (for examples, cannot be inﬁnite). Which of the following are wellbehaved over the indicated
interval? For those which are NOT, please clearly explain why they are not. To alleviate your workload, iust do (a),(b),(e). _
(all; (i), a?)
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 Spring '10
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