3. Prove the following expression using the Taylor series for a of F(a) = eiaÂße-ia e iai Be iaå = § + ial ‚§ ]+ 2! (ia)* [â ‚Lâ ‚§ ]]+ (ia)³ 3! [â ‚ Lâ ‚ L ‚§ ] ]]+-.
3. Prove the following expression using the Taylor series for a of F(a) = eiaÂße-ia e iai Be iaå = § + ial ‚§ ]+ 2! (ia)* [â ‚Lâ ‚§ ]]+ (ia)³ 3! [â ‚ Lâ ‚ L ‚§ ] ]]+-.
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![3. Prove the following expression using the
Taylor series for a of
F(a) = eia ße-iaÂ
eiaA Be
- Ê +ial ‚§]+
(ia)* Lâ‚L₧]]+ lia)* Lâ ‚[ ‚ L ‚ŝ]]]+…..
3!
- iaÃ
%3D
2!](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc6d3fc41-5a39-4406-9d76-9f07629582b4%2F17e98b2c-c0dc-4f04-a5ca-f66bfd561661%2Fmls9xjy_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3. Prove the following expression using the
Taylor series for a of
F(a) = eia ße-iaÂ
eiaA Be
- Ê +ial ‚§]+
(ia)* Lâ‚L₧]]+ lia)* Lâ ‚[ ‚ L ‚ŝ]]]+…..
3!
- iaÃ
%3D
2!
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