(New page: Category:ECE301 Category:signals and systems Category:Problem_solving Category:Fourier series <center> <font size= 4> Practice Problems on...) |
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[[Category:signals and systems]] | [[Category:signals and systems]] | ||
[[Category:Problem_solving]] | [[Category:Problem_solving]] | ||
− | [[Category:Fourier | + | [[Category:Fourier transform]] |
+ | [[Category:inverse Fourier transform]] | ||
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<font size= 4> | <font size= 4> | ||
− | [ | + | [https://www.projectrhea.org/learning/practice.php Practice Problems] |
on continuous-time Fourier transform | on continuous-time Fourier transform | ||
</font size> | </font size> | ||
+ | |||
+ | (Function of <math>\omega</math> in radian per time unit) | ||
</center> | </center> | ||
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==Collectively solved problems on continuous-time Fourier transform== | ==Collectively solved problems on continuous-time Fourier transform== | ||
− | * | + | *Computation of CT Fourier transform |
+ | **[[Fourier_transform_etu_CT_ECE301S11|Compute the Fourier transform of e^-t u(t)]] | ||
+ | **[[Fourier_transform_cosine_CT_ECE301S11|Compute the Fourier transform of cos(2 pi t).]] | ||
+ | **[[Fourier_transform_cosine_no2_CT_ECE301S11|Compute the Fourier transform of cos(2 pi t + pi/12).]] | ||
+ | **[[Fourier_transform_periodic_rectangular_pulse_train_CT_ECE301S11|Compute the Fourier transform of a rectangular pulse-train]] | ||
+ | **[[Fourier_transform_periodic_triangular_pulse_train_CT_ECE301S11|Compute the Fourier transform of a triangular pulse-train]] | ||
+ | *Properties of the Fourier transform of a continuous-time signal: | ||
+ | **[[Problem_on_time_shifting_and_time_scaling_property_of_Fourier_transform_ECE301S11Boutin|Derive a relationship between the FT of x(3t+7) and that of x(t)]] | ||
==Problems invented and by students: can you find the mistakes?== | ==Problems invented and by students: can you find the mistakes?== | ||
*Fourier Transform | *Fourier Transform | ||
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** [[HW5.3 David Hartmann_ECE301Fall2008mboutin|Computation of Inverse CT Fourier transform]] | ** [[HW5.3 David Hartmann_ECE301Fall2008mboutin|Computation of Inverse CT Fourier transform]] | ||
** [[HW5.3 Jacob Pfister_ECE301Fall2008mboutin|Computation of Inverse CT Fourier transform]] | ** [[HW5.3 Jacob Pfister_ECE301Fall2008mboutin|Computation of Inverse CT Fourier transform]] | ||
− | |||
** [[HW5.3 Jeff Kubascik_ECE301Fall2008mboutin|Computation of Inverse CT Fourier transform]] | ** [[HW5.3 Jeff Kubascik_ECE301Fall2008mboutin|Computation of Inverse CT Fourier transform]] | ||
** [[HW5.3 Ronny Wijaya_ECE301Fall2008mboutin|Computation of Inverse CT Fourier transform]] | ** [[HW5.3 Ronny Wijaya_ECE301Fall2008mboutin|Computation of Inverse CT Fourier transform]] | ||
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** [[HW5.3 Daniel Barjum_ECE301Fall2008mboutin|Computation of Inverse CT Fourier transform]] | ** [[HW5.3 Daniel Barjum_ECE301Fall2008mboutin|Computation of Inverse CT Fourier transform]] | ||
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− | [[ | + | [[Signals_and_systems_practice_problems_list|Back to Practice Problems on "Signals and Systems"]] |
Latest revision as of 18:17, 23 February 2015
on continuous-time Fourier transform
(Function of $ \omega $ in radian per time unit)
Collectively solved problems on continuous-time Fourier transform
- Computation of CT Fourier transform
- Properties of the Fourier transform of a continuous-time signal:
Problems invented and by students: can you find the mistakes?
- Fourier Transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Computation of CT Fourier transform
- Inverse Fourier Transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform
- Computation of Inverse CT Fourier transform