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(McQuarrie Math A-6) Show that the following two identities are true: Cos +e-io 2 (McQuarrie Math A-9) Consider the set of functions: sin eio 1 Dm(0) ітф = for m = 0, 1, 2, ... and 2πT First show that: 2π √ doom(0) = 0 -{ if m 0 √√√2π 2π if m = 0 Now show that: 2π 0 if m n dom(0) (0) = 1 if m = n - 2i -i0 e

(McQuarrie Math A-6) Show that the following two identities are true: Cos +e-io 2 (McQuarrie Math A-9) Consider the set of functions: sin eio 1 Dm(0) ітф = for m = 0, 1, 2, ... and 2πT First show that: 2π √ doom(0) = 0 -{ if m 0 √√√2π 2π if m = 0 Now show that: 2π 0 if m n dom(0) (0) = 1 if m = n - 2i -i0 e

Physical Chemistry
Physical Chemistry
2nd Edition
ISBN:9781133958437
Author:Ball, David W. (david Warren), BAER, Tomas
Publisher:Ball, David W. (david Warren), BAER, Tomas
Chapter12: Atoms And Molecules
Section: Chapter Questions
Problem 12.41E
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(McQuarrie Math A-6) Show that the following two identities are true: Cos +e-io 2 (McQuarrie Math A-9) Consider the set of functions: sin eio 1 Dm(0) ітф = for m = 0, 1, 2, ... and 2πT First show that: 2π √ doom(0) = 0 -{ if m 0 √√√2π 2π if m = 0 Now show that: 2π 0 if m n dom(0) (0) = 1 if m = n - 2i -i0 e
Transcribed Image Text:(McQuarrie Math A-6) Show that the following two identities are true: Cos +e-io 2 (McQuarrie Math A-9) Consider the set of functions: sin eio 1 Dm(0) ітф = for m = 0, 1, 2, ... and 2πT First show that: 2π √ doom(0) = 0 -{ if m 0 √√√2π 2π if m = 0 Now show that: 2π 0 if m n dom(0) (0) = 1 if m = n - 2i -i0 e
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